JP2022129329A - Unidirectional solidification device and unidirectional solidification method - Google Patents

Abstract

To eliminate a casting defect like macro segregation and anisotropic crystal defect generated in a unidirectional solidification process of a jet engine and a blade for gas turbine for power generation.SOLUTION: In the present invention, a mechanism of the occurrence of a casting defect is clarified, and it became evident that a heat pulse to a solidification interface by a convective flow of a liquid phase can be suppressed with a synergistic effect of strongly cooling a solid-phase region and applying the axial direction static magnetic field and the harmful lateral direction liquid phase flow in a solid/liquid coexisting phase can be suppressed. With this, the casting defect like macro segregation and anisotropic crystal defect can be eliminated, and a high-quality product excellent in a mechanical property (creep strength) can be manufactured by fining a solidification structure. It was found that there exists a region where the macro segregation becomes extremely small in a relatively low magnetic field region for the strength of a static magnetic field. Therefore, the required magnetic field strength can be suppressed to a low level and a price of a superconducting coil that is expensive can be significantly reduced. Also, the productivity can be increased by accelerating a drawing speed.SELECTED DRAWING: Figure 1

Description

The present invention relates to casting technology, and in particular castings and ingots having a columnar dendrite structure composed of polycrystalline grains (referred to as DS material) and a dendrite structure composed of single grains (referred to as Mono-crystal or SX material). The present invention relates to a unidirectional solidification apparatus, a unidirectional solidification method, and a unidirectional solidification casting, which are intended to improve the production of .

The Bridgeman method, the Liquid Metal Cooling method, and the Gas Cooling Casting method are conventionally known as typical methods for producing the DS material and the SX material. An outline of this will be described below.

Bridgeman Method A typical Bridgeman method (herein referred to as the Standard Bridgeman method) unidirectional solidification apparatus includes a heating furnace, a cooling chamber, a drawing mechanism for drawing the mold from the heating furnace to the cooling chamber, the heating furnace and a cooling chamber, and a cooling chill for initiating solidification (see, for example, Non-Patent Document 1). The mold is preheated to a melting temperature or higher by a resistance heater, and after the molten metal is poured into the mold, it is pulled out to a cooling chamber at a predetermined speed. The mold is set on the cooling chill and solidification is started by heat conduction to the chill, but the range of cooling effect by the chill is small. ) (see, for example, Konter et al.). [The standard Bridgman method is obtained by removing the cooling gas circulation pump system 13 and the superconducting coil 14 from FIG. ] The casting solidifies by radiation cooling in the cooling chamber. As will be described later, the cooling capacity of the radiation is quite small, so there is a drawback that casting defects such as freckles (a type of macro segregation defect that causes early failure of turbine blades) and misoriented grain defects are likely to occur. (See, for example, p.321 of Non-Patent Document 1). These casting defects are referred to in paragraph 0029 below.

Liquid Metal Cooling method (hereinafter referred to as LMC method)
In order to eliminate the above-mentioned drawbacks of the standard Bridgman method, a method of cooling by immersion in a molten metal bath with a low melting point material instead of radiative cooling in the cooling area (hereinafter referred to as Liquid Metal Cooling, abbreviated as LMC method) ) was devised. In the LMC method, the mold is gradually immersed in a molten metal bath containing a low-melting-point material such as tin or aluminum in the process of drawing out the mold, thereby cooling the mold while increasing the cooling capacity, thereby unidirectionally solidifying the mold. .

For example, US Patent 6,276,433 B1 (2001) uses an Al eutectic alloy as a medium for a cooling metal bath. Further, Elliott et al. (Non-Patent Document 3) showed that by using molten Sn with a lower melting point as a cooling medium, the cooling rate during solidification can be increased and the quality of Ni-based alloy turbine blades can be improved. In addition, Liu et al. (Non-Patent Document 4 and Non-Patent Document 5) adopted the LMC method, refined the crystal structure, and showed that the high-temperature creep strength of directionally solidified Ni-based superalloys can be increased (for example, , 1050° C. and 160 Mpa, the creep rupture time increased approximately twice from 84 hrs to 131 hrs (see Non-Patent Document 5).

An example of a typical apparatus for the LMC method is shown in FIG. 2 (Non-Patent Document 3). The heating area is provided with upper and lower heaters (reference numerals 5a and 5b). The mold 1 is gradually immersed and cooled in the molten metal bath 18 by the mold withdrawal arm 21 . A molten metal vessel 20 containing and holding a molten metal bath 18 adjusts the liquid temperature of the metal bath by circulating hot oil therein. A heat insulating layer 22 made of floating alumina beads is provided on the liquid surface of the molten metal bath 18 to block radiant heat from the heating area. The molten metal bath 18 is agitated by an agitator 23 to make the temperature uniform.

Gas Cooling Casting method (hereinafter referred to as GCC method)
An overview of the GCC method is shown in FIG. 1 (not including the superconducting coil 14). The GCC method is a technology that employs a forced gas cooling method in which inert gas (argon, helium, etc.) is used to cool the mold pulled out in the cooling area (Non-Patent Document 2 and Patent Document 2 reference). In FIG. 1, a cooling gas injection nozzle 11 for blowing a cooling gas is arranged directly below the heat insulation baffle 9 provided for thermally separating the heating region and the cooling region, and during the work period of unidirectional solidification, cooling is performed. The mold is cooled by blowing gas onto it. The cooling gas is circulated and cooled by a cooling gas circulation pump system 13 . As an example of the cooling gas nozzle, there is one that ejects a swirling flow obliquely downward from an appropriate number of ejection ports. The cooling gas blown out into the furnace is circulated by the cooling gas circulation pump system 13 along a path of suction/filtering/cooling/supply/suction to cool the mold in the cooling area.
According to the above document, it is stated that a cooling capacity equal to or higher than that of the LMC method can be obtained.

However, even in the LMC method or the GCC method, the harmful liquid phase flow (flow turbulence) in the liquid phase and solid-liquid coexisting phase (so-called mushy zone) that inevitably exists cannot be eliminated, and macro segregation such as freckles or It is difficult to completely eliminate misorientation crystal defects. In fact, the casting yield of large single-crystal blades for power generation is extremely low and has not been put to practical use.

US Patent 6,276,433 B1 (2001) US Patent 5921310 (Filed Sep. 26, 1997) Japanese Patent No. 5109068

ASM Handbook, Vol. 15, Casting (1988), p. 320, Fig. 3 or p. 321, Fig. 4 M. Konter, et al: "A Novel Casting Process for Single Crystal Gas Turbine Components", Superalloy 2000, TMS 2000, p. 189 A. J. Elliot et al: "Directional Solidification of Large Superalloy Castings with Radiation and Liquid-Metal Cooling", Metallurgical and Materials Transactions A, Vol. 35A, Oct. , 2004, pp3221-3231 Lin Liu, et al: "The Effects of Withdrawal and Melt Overheating Histories on the Microstructure of a Ni-based Single Crystal Superalloy", TMS Superalloy 2008, pp287-293 Lin Liu, et al: "High Thermal Gradient Directional Solidification and its Applications in the Processing of Ni-based Superalloys", J. Am. Materials Processing Technology 210 (2010), pp159-165 Y. Ｅｂｉｓｕ：’Ａ Ｎｕｍｅｒｉｃａｌ Ｍｅｔｈｏｄ ｏｆ Ｍａｃｒｏｓｅｇｒｅｇａｔｉｏｎ Ｕｓｉｎｇ ａ Ｄｅｎｄｒｉｔｉｃ Ｓｏｌｉｄｉｆｉｃａｔｉｏｎ Ｍｏｄｅｌ，ａｎｄ Ｉｔｓ Ａｐｐｌｉｃａｔｉｏｎｓ ｔｏ Ｄｉｒｅｃｔｉｏｎａｌ Ｓｏｌｉｄｉｆｉｃａｔｉｏｎ ｖｉａ ｔｈｅ ｕｓｅ ｏｆ Ｍａｇｎｅｔｉｃ Ｆｉｅｌｄｓ’，Ｍｅｔａｌｌｕｒｇｉｃａｌ ａｎｄ Ｍａｔｅｒｉａｌｓ Ｔｒａｎｓａｃｔｉｏｎｓ Ｂ，ｖｏｌ． 42b (2011), pp341-369 M. C. Flemings: "Solidification Processing", McGraw-Hill, Inc.; , (1974) P. C. Carman: Trans. Inst. Chem. Eng. , Vol. 15 (1937), p. 150

Y. Fautrelle, et al: 'Thermo-Electric-Magnetic Hydrodynamics in Solidification: In Situ Observations and Theory', JOM, Vol. 70 (2018), No. 5, pp. 764-771 X. Ｌｉ，ｅｔ ａｌ：‘Ｉｎｆｌｕｅｎｃｅ ｏｆ ｔｈｅｒｍｏｅｌｅｃｔｒｉｃ ｅｆｆｅｃｔｓ ｏｎ ｔｈｅ ｓｏｌｉｄ－ｌｉｑｕｉｄ ｉｎｔｅｒｆａｃｅ ｓｈａｐｅ ａｎｄ ｃｅｌｌｕｌａｒ ｍｏｒｐｈｏｌｏｇｙ ｉｎ ｔｈｅ ｍｕｓｈｙ ｚｏｎｅ ｄｕｒｉｎｇ ｔｈｅ ｄｉｒｅｃｔｉｏｎａｌ ｓｏｌｉｄｉｆｉｃａｔｉｏｎ ｏｆ Ａｌ－Ｃｕ ａｌｌｏｙｓ ｕｎｄｅｒ ａ ｍａｇｎｅｔｉｃ ｆｉｅｌｄ’，Ａｃｔａ Ｍａｔｅｒｉａｌｉａ，Ｖｏｌ． 55 (2007), pp. 3803-3813 H. Zhong, et al: 'Effect of interdendritic thermoelectric magnetic convection on evolution of tertiary dendritic during directional solidification', J. Am. Crystal Growth, VOL. 439 (2016), pp. 66-73 J. Yu, et al: 'Influence of Axial Magnetic Field on Microstructures and Alignment in Directionally Solidified Ni-based Superalloy', ISIJ International, Vol. 57 (2017), No. 2, pp. 337-342 W. Xuan, et al: 'Formation Mechanism of Stray Grain of Nickel-Based Single Crystal Superalloy Under a High Magnetic Field During Directional Solidification', Metall. Materi. Trans. B, Vol. 50B (2019), pp. 2019-2027 Y. Lian, et al: 'Static Solid Cooling: A new directional solidification technique', J. Am. Alloys and Compounds, Vol. 687 (2016), pp. 674-682

Even if the LMC method or GCC method, which has a higher cooling capacity than the standard Bridgeman method in the production of DS or SX material unidirectionally solidified castings or ingots, is applied, macro segregation such as freckles or casting of anisotropically oriented crystals It is difficult to eliminate defects essentially. In particular, large-sized single crystal blades for power generation have a very low casting yield and are not put to practical use. The reason for this is that, as will be described later in Examples, the transverse temperature gradient that inevitably exists in the liquid phase region causes convection, heat pulses at the solidification interface, and influences the shape of the solid-liquid coexisting phase (mushy zone). It disturbs the flow pattern of the liquid phase in the mushy zone. As a result, macrosegregation occurs. In addition, dendrite branches may separate and seed misorientated crystals. These tendencies increase as the heat pulse increases.

In order to solve the above problems with these conventional methods,
(1) In order to suppress the harmful lateral liquid phase flow in the solid-liquid coexisting phase, the solid phase region is strongly cooled and at the same time the withdrawal speed is increased to reduce the axial thickness of the solid-liquid coexisting phase (2) Liquid Applying an axial static magnetic field to suppress phase convection The synergistic effect of (1) + (2) eliminates the harmful heat pulse, Directional liquid phase flow can be suppressed. At that time, the required magnetic field strength can be kept low. The above knowledge is a phenomenon theoretically and quantitatively clarified for the first time by a solidification simulation to be described later, and (1) + (2) is an important point of the present invention.

In this specification, the method of applying an axial static magnetic field (see Patent Document 3 or Non-Patent Document 6) to the standard Bridgman method is referred to as the M method (Magnetic process), and the method described in paragraph 0013 above according to the present invention. is called the MV1 method (Magnetic process Version 1). In the MV1 method, forced gas cooling by conventional GCC method or molten metal bath cooling by LMC may be used as a strong cooling means.

Furthermore, a new unidirectional solidification method is proposed herein. The outline is shown in FIG. The apparatus of the present invention comprises a mold 1 filled with molten metal 5, a cooling chiller 7 placed at the bottom of the mold, and a resistance heater serving as the main heater for heating the mold placed at a fixed position surrounding the sides of the mold. It consists of a heater 25 , a sub-heater 30 for heating the mold which is movable and targets a relatively small area, and a movable cooling gas nozzle 35 for spraying cooling gas to the mold 1 .

The sub-heater 30 and the movable cooling gas nozzle 35 are ring-shaped and configured to be coaxially and integrally movable with the mold 1 from the cooling chill 7 side to the upper end side. The movable cooling gas nozzle 35 is configured to blow the cooling gas obliquely downward to the outer circumference of the mold. A heat insulating baffle 33 is arranged between the sub-heater 30 and the cooling gas nozzle 35 . As shown in FIG. 3(b), the resistance heater 25 is formed by winding a belt-like resistance heating element approximately once in the circumferential direction, raising it, and then winding it in the opposite direction approximately once. As a result, a slit-like gap is formed, through which the cooling gas introduction pipe 34, the heat insulating baffle 33, and the sub-heater 30 can move up and down.

The heating heater 25 is made of a resistance heating element such as carbon graphite, and is attached inside a cylindrical heat insulating sleeve 26 . Further, a sliding contact terminal 27 connected to the resistance heating main heater 25 is provided on the outside of the heat insulating sleeve 26, and the sliding contact terminal 27 at the uppermost end and the sliding contact terminal 27 at the current position can be brought into sliding contact with each other. Electric power can be supplied to the heater 25 through the brush 28 .
In this specification, the above heating method is referred to as sliding variable resistance heating method.

At the start of operation, the brush 28 is positioned at the lowest end, and the resistance heating main heater 25 heats and retains heat over the entire area from top to bottom. As the operation progresses, the brush 28 is slid upward at a predetermined speed in synchronization with the cooling gas nozzle 35 and the auxiliary heater 30 . As a result, the resistance heating main heater 25 is maintained in a heating state in the section from the current position of the brush 28 to the upper end, and the section from the current position to the lower end of the brush 28 becomes a cooling zone without receiving power. . That is, the heating/warming area shrinks and the cooling area expands with the lapse of time. Then, the heating area finally disappears, and the entire operation becomes a cooling area, ending the operation.

FIG. 4 is a schematic diagram of the entire device incorporating the device.
Reference numeral 29 is a main heater power supply, which supplies electric power through the upper end contact terminal and the brush 28 . The sub-heater copper cable 31 is a power cable for connecting the sub-heater power supply 32 and the sub-heater 30 to supply power. 38 is a vacuum pump, and 40 is a superconducting coil.

A cooling gas circulation pump system 37 supplies the cooling gas to the cooling gas nozzle 35 through the cooling gas introduction pipe 34, and the suction port 36 is an intake port for circulating the cooling gas blown into the heating furnace outer cylinder 39. The cooling gas that is connected to the cooling gas circulation pump system 37 by a pipe and blown out into the furnace is circulated by the cooling gas circulation pump system 37 along a route of suction/filtering/cooling/supply/suction. It is a configuration provided for mold cooling in the cooling area. The melting chamber containing the induction melting furnace 4 and the mold chamber containing the mold 1 can be separated from each other. not shown). The unidirectional solidification method is called MV2 method (Magnetic process Version 2: S+sliding electrode+GCC+Bz, S is single chamber).

The present invention based on the MV1 method or the MV2 method provides the following synergistic effects.
(1) During solidification, heat pulses brought to the solidification interface by convection in the liquid phase are eliminated, solidification is stabilized, and lateral flow in the solid-liquid coexisting phase is suppressed (that is, rectified in the axial direction). As a result, macro segregation is suppressed and the generation of different orientation crystal defects is suppressed. [It is well known that macrosegregation does not occur when the liquid phase flow in the mushy zone is rectified in the axial direction (see, for example, p.252 of Non-Patent Document 7, Fig.7-35)]

(2) As will be described later in the examples, the required static magnetic field strength can be greatly reduced compared to the mere M method, so that the price of expensive superconducting coils can be greatly reduced. [The price of a superconducting coil is determined by the superconducting material, bore size and magnetic field strength. Since the price is highly dependent on the magnetic field strength for a given superconducting material and bore size, it is one of the key objectives of the present invention to keep the magnetic field as low as possible. ] In addition, the productivity can be increased by increasing the withdrawal speed.

(3) Compared to the standard Bridgman method or the simple M method, a much higher cooling capacity can be obtained, so as described in paragraph 0005, it is possible to obtain a fine crystal structure, which is suitable for solution treatment of Ni-based superalloy blades. An economic effect is produced in that the required heating time can be greatly shortened. In addition, it is possible to produce a product with high creep rupture strength (see Non-Patent Document 5 mentioned above).

FIG. 1 is a diagram showing an embodiment of a unidirectional solidification apparatus according to the present invention (referred to as MV1 method). FIG. 2 shows an example of a unidirectional solidification apparatus using the LMC method. FIG. 3 is a diagram showing an outline of a unidirectional solidification apparatus using a sliding electrode system according to the present invention. It is a schematic diagram showing an application example of the sliding electrode system (referred to as MV2 method). Vacuum vessel 3, induction melting furnace 4, cooling gas circulation system 21 and coils 40 for applying a static axial magnetic field to the solid-liquid phase are shown. FIG. 5 is a graph showing the effect of axial magnetic field on Al segregation standard deviation of Ni-10wt%Al blade by MV1 method: standard Bridgman method. FIG. 6 shows Al segregation histograms of Ni-10 wt % Al blades by standard Bridgman method (R=15 cm/h) and MV1 method (R=30 cm/h). FIG. 7(a) shows the effect of the axial magnetic field on the DAS distribution of Ni-10wt%Al blades by the standard Bridgman method (R = 15 cm/h) and the MV1 method (R = 30 cm/h) (at the center of the cross section). Z direction). Note: bottom chill thickness 4.5cm FIG. 7(b) shows the effect of axial magnetic field on Al distribution of Ni-10wt%Al blade by standard Bridgman method (R = 15 cm/h) and MV1 method (R = 30 cm/h) (center of cross section Z direction). Note: bottom chill thickness 4.5cm FIG. 8 is a schematic diagram showing the morphology of Al macro segregation in a Ni-10 wt % Al blade according to the standard Bridgman method (central longitudinal section in the thickness direction). Figure (a) is a schematic diagram of a heat pulse due to convection in front of the solidification interface of a Ni-10wt%Al blade according to the standard Bridgman method (R = 15 cm / h, 1/2 solidification, central vertical section in the thickness direction). . FIG. (b) is a schematic diagram showing the flow pattern of the liquid phase in the solid-liquid coexisting phase of FIG. (a). FIG. (c) is a schematic diagram showing the flow pattern of the liquid phase in the solid-liquid coexistence phase when the MV1 method is applied (R=30 cm/h, 1/2 solidification, central longitudinal section in the thickness direction). FIG. 10 is a diagram showing the relationship between the moving speed Rcalc (calculated value) of the Ni-10 wt% Al long blade solidification interface and the Al distribution (simple M method, standard Bridgman method, withdrawal speed 15 cm / h, Bz = 1T ).

FIG. 11 is a diagram showing the effect of the axial magnetic field on the segregation standard deviation of the IN718 blade by the MV2 method (GCC cooling, sliding brush moving speed 40 cm / h) (the standard deviation of each element (Table 7) is normalized by the initial concentration of the element). S in the figure means single chamber. Figure 12 shows the effect of the axial magnetic field on the Nb segregation standard deviation of IN718 blades by the simple M method (standard Bridgman method, withdrawal speed 15 cm/h) and MV2 method (GCC cooling, sliding brush movement speed 40 cm/h). FIG. 4 is a diagram showing; FIG. 13 shows the effect of the axial magnetic field on the DAS distribution of an IN718 blade by the simple M-method (standard Bridgman method, withdrawal speed 15 cm/h) (cross-sectional center Z-direction). Note: bottom chill thickness 1.5 cm. No. II-3 and No. Calculation of the upper part of the blade was omitted for II-6 FIG. 14 shows the effect of the axial magnetic field on the Nb distribution of an IN718 blade by the simple M-method (standard Bridgman method, withdrawal speed 15 cm/h) (cross-sectional center Z direction). Note: bottom chill thickness 1.5cm FIG. 15 shows the effect of the axial magnetic field on the DAS distribution of an IN718 blade by the MV2 method (GCC cooling, sliding brush moving speed 40 cm/h) (cross-sectional center Z direction). Note: Bottom dummy chill thickness 0.15 cm (from Table 6). No. II-1 is the standard Bridgman result. FIG. 16 shows the effect of the axial magnetic field on the Nb distribution of the IN718 blade by the MV2 method (GCC cooling, sliding brush moving speed 40 cm/h) (cross-sectional center Z direction). Note: Bottom dummy chill thickness 0.15 cm (from Table 6). No. II-1 is the standard Bridgman result. Fig. 17 is a schematic diagram of the Lorentz force induced by the static magnetic field in the axial direction and the flow pattern in the mushy zone (MV2 method, No. II-10, GCC cooling, sliding brush moving speed 40 cm / h, Bz = 0.75 T) ). FIG. 18 is a schematic diagram of the Static Solid Cooling method (see Non-Patent Document 14). FIG. 19 is a schematic diagram of a unidirectional solidification apparatus according to the MV2 method of the present invention employing a mold according to the Static Solid Cooling method (however, the heating and cooling means are according to the means of the present invention). FIG. 20 shows an overview of the unidirectional coagulation monitoring system according to the MV1 method (and MV2 method) of the present invention.

In the MV1 method or MV2 method according to the present invention, compared to the simple M method (applying an axial static magnetic field to the standard Bridgman method), the cooling rate during solidification is increased to refine the solidified structure, and macrosegregation or Casting defects such as anisotropically oriented crystals have been eliminated, and at the same time, the required static magnetic field strength has been reduced, making it possible to reduce the cost of superconducting coils.

で与えられる（表３中の液相密度計算式参照）。A. Mechanism of formation of macrosegregation It is well known that various macrosegregations such as Freckle segregation are caused by liquid phase flow in solid-liquid coexistence phase. External forces such as solidification shrinkage, convection due to the density difference in the interdendritic liquid phase, and electromagnetic force are driving forces that cause this flow.
Since the interdendritic liquid phase density in the solidification process is expressed as a function of the alloy concentrations C ₁ ^L , C ₂ ^L , . . . and the temperature T in the liquid phase,

(See liquid phase density calculation formula in Table 3).

An alloy in which _ρL decreases as solidification progresses is called a floating alloy, and an alloy in which _ρL increases is called a sedimentation alloy. It depends on the alloy composition whether it is a floating type alloy, a sedimentation type alloy, or a mixed type alloy (an alloy in which the liquidus density decreases and increases again with the progress of solidification, or vice versa). Ni-10wt%Al is a floating type alloy, and IN718 is a sedimentation type alloy (see Fig. 13 of Non-Patent Document 6).

For example, in an alloy containing Al, which is lighter than Ni, the density of the interdendritic liquid phase in which Al is concentrated as solidification progresses becomes relatively smaller than the initial liquid phase density. Therefore, when such an alloy is solidified in the direction opposite to the direction of gravity, the density of the liquid phase at the bottom of the solid-liquid coexisting phase, that is, at the base of the dendrite, is the same as the density of the liquid phase at the boundary between the solid-liquid coexisting phase and the liquid phase, that is, at the tip of the dendrite. relatively small compared to Such alloys are referred to herein as 'solute unstable' with respect to convection.

On the other hand, the temperature distribution is lower at the root of the dendrite than at the tip and therefore denser, so that convection does not occur. That is, it is 'thermally stable'. When the degree of solute instability is greater than the degree of thermal stability, a density inversion layer is formed, and the liquid phase in the solid-liquid coexistence phase tends to generate ascending convection. Macro segregation is likely to occur. Freckles having such a morphology are likely to occur in floatation type alloys, but macrosegregation is not limited to floatation/sedimentation type alloys and presents various morphologies depending on the casting conditions.

In addition, a heat pulse caused by convection causes dendrite fusing and separation (referred to as grain multiplication mechanism, see p.154 of Non-Patent Document 7), which breaks the growth of dendrites and easily causes misorientation crystal defects having random orientations. Become.

B Flow suppression effect by static magnetic field It is known that when a temperature gradient exists in the solid and liquid phases of a metal that is a good conductor of electricity, a current (thermoelectric current) is generated in the direction of the temperature gradient (referred to as the Seebeck effect). . Using Ohm's law, the current field is expressed as follows for the solid phase or the liquid phase.

（注：Ｎｉ基合金に対しＳは負の値を持つ。表３参照）
ここにＪは電流密度ベクトル（Ａ／ｍ^２、σは電気伝導度（１／Ωｍ）、φは電位（Ｖ）、ＳはＳｅｅｂｅｃｋ係数すなわち熱起電力（Ｔｈｅｒｍｏｅｌｅｃｔｒｉｃ ｐｏｗｅｒ）（Ｖ／Ｋ）、∇Ｔは温度勾配ベクトル（Ｋ／ｍ）である。上式右辺第２項はＳによる熱電流（Ｔｈｅｒｍｏｅｌｅｃｔｒｉｃ ｃｕｒｒｅｎｔ）による寄与項である。さらに液相（あるいは固相）の流動と外部印加静磁場ベクトルＢにより誘導される電流密度σ（ＶｘＢ）を考慮すると（３）式が得られる。

(Note: S has a negative value for Ni-based alloys. See Table 3)
where J is the current density vector (A/m ² , σ is the electrical conductivity (1/Ωm), φ is the potential (V), S is the Seebeck coefficient or thermoelectric power (V/K), ∇ T is a temperature gradient vector (K/m) The second term on the right side of the above equation is a contribution term due to the thermoelectric current due to S. Furthermore, the flow of the liquid phase (or solid phase) and the externally applied static magnetic field vector Considering the current density .sigma.(V.times.B) induced by B gives equation (3).

電流場に関する連続条件より

ＪとＢによって生ずる電磁力（Ｌｏｒｅｎｔｚ力）ｆ（Ｎ／ｍ^３）は次式で与えられる。

（３）式を（４）式に代入してΦに関する次式が得られる。

（６）式を解いてφを求め、（３）式よりＪを求め、続いて（５）式よりＬｏｒｅｎｔｚ力ｆを算出できる。ただし、Ｖは運動方程式を含む後述の数値解析により計算する必要があり、流れ場と電磁場は高度な連成関係を有している。ｆは運動方程式の体積力項に取り込む。

From the continuous condition on the current field

The electromagnetic force (Lorentz force) f(N/m ³ ) produced by J and B is given by the following equation.

Substituting equation (3) into equation (4) yields the following equation for Φ.

(6) can be solved to find φ, J can be found from (3), and then the Lorentz force f can be calculated from (5). However, V must be calculated by numerical analysis including the equation of motion, which will be described later, and the flow field and the electromagnetic field have a highly coupled relationship. f is incorporated into the body force term of the equation of motion.

Here, we refer to some non-patent literature that considers the thermoelectromagnetic force. Non-Patent Document 9 applies a static magnetic field of B = 0.08 Tesla in the thickness direction to a sample of Al-Cu alloy with a width of 5 mm, a height of 5 mm and a thickness of 200 μm, and performs X-ray in-situ observation during the solidification process. . It was also experimentally shown that the liquid or solid phase flows due to the Lorentz force generated even in a low magnetic field of about 0.08 T against the temperature gradient generated in the height direction.

Non-Patent Document 10 applied a static magnetic field during the unidirectionally solidified cell growth process of an Al--Cu alloy (diameter 3 mmφ×length 200 mm) and showed that convection due to thermal electromagnetic force affects the cell morphology. That is, in a weak magnetic field of 0.5 T or less, a ring-shaped cell structure (see Fig. 6 of the same document) was formed.

Non-Patent Document 11 applies an axial static magnetic field in the process of unidirectionally solidified dendrite growth of an Al-4.5 wt% Cu alloy (using a <001> oriented 4 mmφ seed crystal), and investigates the effect on dendrite morphology. . As a result, it was shown that when a high magnetic field of 2 T or more is applied, tertiary branches develop nonuniformly like a windmill (see Figs. 2 and 3 of the literature). Then, one dendrite having a cross-shaped secondary branch was set in a cylinder with a diameter of 100 μmφ and a height of 250 μm. They showed that convection occurs around the primary trunk in the plane perpendicular to the growth direction, and said that this causes the development of windmill-like tertiary branches. (For reference, the typical flow rate at this time is about 25 μm/s=2.5×10 ⁻³ cm/s, the growth rate is 50 μm/s=5×10 ⁻³ cm/s, and Bz=6T. .7 and 8)

Non-Patent Document 12 describes that when an axial static magnetic field of 2 T or more is applied in the unidirectional solidification process of the Ni-based superalloy DZ417 alloy (sample diameter 4 mmφ x length 180 mm), columnar dendrites break down and granular crystals are generated. showed that. This tendency becomes more pronounced as the extraction rate (ie, growth rate) is lowered and the magnetic field strength is increased (see Figs. 2 and 3 of the same document).

Non-Patent Document 13 describes that when unidirectionally solidifying a Ni-based superalloy single crystal PWA1483 alloy (sample diameter 4 mmφ x length 130 mm), a seed crystal tilted 15° with respect to the axial direction was used in advance, and an axial static magnetic field was applied. (Extraction speed 50 μm/s=18 cm/h). As a result, no anisotropic crystal defects (stray grains) occurred when no magnetic field was applied, but when a high magnetic field of Bz = 5 T was applied, stray grains occurred on the periphery of the sample (Fig. 1(c) and (d) See).

All of the above documents show that the convection due to the driving force σS▽TxB induced by the thermal current and the static magnetic field affects the morphology of the dendrite. However, no mention is made of the effect on macrosegregation.

On the other hand, in the present invention, the mechanism by which macrosegregation is formed is clarified by a strict solidification simulation assuming the unidirectional solidification process of an actual Ni-based alloy. It clarifies the means to eliminate the defect of

C. Solidification Analysis Means An outline of a numerical analysis method using a general-purpose solidification simulation system (system name CPRO) developed by the present inventor for analyzing solidification phenomena will be described below.
The physical variables for describing the solidification phenomenon are the temperature, the concentration of elements redistributed in the liquid phase and solid phase during solidification (the number of alloying elements is n), and the liquid It is given by the phase temperature, liquid phase flow rate (three vector components) and pressure in the liquid and solid-liquid phases. These are referred to herein as physical variables on a macroscopic scale. Table 1 shows the governing equations corresponding to these n+6 physical variables.

ここに、ベクトルｖはデンドライト間の液相流れ速度、μは液相の粘度、ｇ_Ｌは液相の体積率、Ｋは透過率、Ｐは液相の圧力、Ｘは重力、遠心力等の物体力ベクトルである。尚、Ｘは本発明において導入される熱電磁駆動力及び電磁制動力も含むことに留意されたい。Ｋはデンドライトの幾何学的構造によって決まりＫｏｚｎｅｙ－Ｃａｒｍａｎの式（非特許文献８参照）より次式で与えられる。It is known that the flow in the solid-liquid coexistence phase is described by Darcy's equation (7) (see p.234 of Non-Patent Document 7). The Darcy flow phenomenon is included in the equations of motion in Table 1 as a flow resistance term.

Here, vector v is the liquid phase flow velocity between dendrites, μ is the viscosity of the liquid phase, g _L is the volume fraction of the liquid phase, K is the permeability, P is the pressure of the liquid phase, and X is the force of gravity, centrifugal force, etc. is the body force vector. Note that X also includes the thermo-electro-magnetic driving force and the electromagnetic braking force introduced in the present invention. K is determined by the geometrical structure of the dendrite and is given by the following equation from the Kozney-Carman equation (see Non-Patent Document 8).

Ｓ_ｂはデンドライト結晶の単位体積あたりの表面積（比表面積）であり、デンドライトの成長時における形態解析（本明細書において微視的スケールと呼ぶ）により求められる。すなわち、凝固は液相及び固相における一種の拡散律速過程であることからデンドライトを円柱形の枝及び幹と半円球の先端部からなるモデル化を行い固相及び液相における溶質の拡散方程式を解いて求めた。尚、デンドライトの方向によるＫの異方性はないものと仮定した。無次元定数ｆは多孔質媒体中の流動実験により５の値を持つことがわかっている。

_Sb is the surface area (specific surface area) per unit volume of the dendrite crystal, and is determined by morphological analysis during the growth of the dendrite (herein referred to as microscopic scale). Since solidification is a kind of diffusion rate-controlled process in the liquid and solid phases, the dendrite is modeled with a cylindrical branch and trunk and a hemispherical tip, and the solute diffusion equation in the solid and liquid phases is I solved it and asked for it. It is assumed that there is no anisotropy of K due to the direction of dendrites. It is known that the dimensionless constant f has a value of 5 from a flow experiment in a porous medium.

（ただし、Ｎｉ基合金に対しＳは負の値を持つ）
これらの物体力は横方向にのみ作用し、軸方向（Ｚ方向）には働かないことがわかる。Furthermore, the influence of the thermal electromagnetic driving force and the electromagnetic braking force due to the static magnetic field was incorporated into the numerical solution. This allows a complete description of the solidification phenomenon taking these forces into account. However, it was assumed that the solid phase in the solid-liquid coexistence phase does not move. When a uniform static magnetic field Bz is applied only in the axial direction, the Lorentz force acting on the liquid phase and the liquid phase in the solid-liquid coexisting phase is specifically written as follows.

(However, S has a negative value for Ni-based alloys)
It can be seen that these body forces act only laterally and not axially (Z-direction).

As mentioned above, all the physical variables on the macroscopic scale interact with each other, and furthermore, they are deeply related to the dendrite growth on the microscopic scale (that is, they are coupled). This numerical analysis method is described in detail in the present inventor's paper (Non-Patent Document 6).

Example 1: Ni-10 wt% Al alloy long plate blade by standard Bridgeman method Hereinafter, as an example of the present invention, a computer simulation of a plate-shaped ingot simulating the production of a Ni-10 wt% Al alloy turbine blade is performed by the MV1 method ( The effect of strong cooling + axial magnetic field) will be explained. [By a preliminary simulation, the calculation results were substantially the same whether or not a seed crystal (thickness of 5 mm, initial temperature of 300° C.) for single crystal growth was placed. ]. The MV1 method used the GCC method as a strong cooling means. Table 2 shows the casting parameters used for the calculation, and Table 3 shows the chemical components and physical properties.

まで高められる。表２のＨ_ＧＣＣ＝１８００ Ｗ／（ｍ^２・Ｋ）は以上を考慮して設定したものである。Konter et al. (Non-Patent Document 2) showed that when using the GCC method, the cooling ability can be increased by optimizing the angle of the cooling gas nozzle installed directly under the heat insulating baffle and the distance between the nozzle and the mold surface ( See Fig. 8 in Non-Patent Document 2).
That is, at q=H _GCC (ceramic mold surface temperature - ambient temperature)

can be increased up to H _GCC =1800 W/(m ² ·K) in Table 2 is set in consideration of the above.

The mold withdrawal speed was preliminarily calculated and adjusted so that the mushy zone was at approximately the same horizontal position as the insulating baffle. The withdrawal rate was R=15 cm/h for the standard Bridgman method and R=30 cm/h for the GCC method (and H _GCC =1800 W/(m ² ·K)). Table 4 summarizes the calculation results.

The standard deviation σ (wt %) (the square root of the sum of squares of the difference between the Al concentration of each element and the average value) was used as an index representing the degree of segregation. It shows that the larger the σ, the larger the variation of Al, that is, the larger the degree of macrosegregation. When the withdrawal speed R = 15 cm / h (No. I-1), σ = 5.146E-02 wt%, while the withdrawal speed was increased to R = 30 cm / h and the cooling area was strongly cooled by the GCC method. Then (heat transfer coefficient is set to Hgcc=1800 W/m2/K), σ is reduced to 1.553E-02 wt% (No. I-2).

Further, when an axial static magnetic field Bz is applied, σ changes as shown in FIG. That is, when Bz=0.88T, it becomes the minimum value (No. I-5), and when Bz is increased in the region of Bz=1T or more, σ reversely increases. This minimum value is the optimum solution for minimizing macrosegregation.
However, it is not always necessary to set this optimum solution, and it is sufficient to adopt a magnetic field intensity close to the optimum value, which is sufficient to suppress the magnetic field to a level that poses no problem in practice. [For example, it is required to meet the specification for creep strength]
FIG. 6 shows the histogram at this time. The histogram shows an almost normal distribution, and it can be clearly seen that as σ decreases, the width of fluctuation decreases. Also, the dendrite arm spacing (DAS) and Al concentration distribution in the cross-sectional center Z direction are shown in FIGS. 7(a) and 7(b), respectively. No. In the case of No. I-1, DAS≈250 μm and variation width≈30 μm. In I-5, the fineness is reduced to DAS≈190 μm, and the variation is almost eliminated. Similarly, regarding Al macro segregation, as shown in FIG. 7(b), variation in the case of normal Bridgeman (No. I-1): 9.95-10.05 wt%, almost no variation is observed in the optimum solution. .

A schematic diagram of macro segregation is shown in FIG. In the present example, freckles that normally develop in the axial direction do not occur, and band-like macrosegregation that extends in a substantially horizontal direction occurs.

In the case of the standard Bridgman method, the cooling rate in the solidification process in the solidified structure is the axial temperature gradient G in the solid-liquid coexistence phase G = 46.9 ° C / cm (at the center of the cross section and the center of the height direction) and the withdrawal rate R = 15 cm /h, GR = 46.9 x 15/3600 = 0.2 °C/s, for GCC G = 59.8 °C/cm, GR = 0.5 °C/s, corresponding to the dendrite arm spacing (DAS) becomes 250 μm and 190 μm, respectively, and the solidified structure becomes finer. Application of a static magnetic field further reduces the fluctuation range, that is, increases homogeneity. In the case of GCC, the variation is almost gone (see FIG. 7(a)). The reason why the DAS is small at the bottom of the ingot, ie, at the initial stage of solidification, is that the solidification rate increases due to the rapid cooling effect of the chill (that is, as shown in FIG. 10, the solidification interface moving speed Rcalc (calculated value) is initially large and gradually decreases, passes through a minimum value, and settles at a constant value, that is, a predetermined withdrawal speed of 15 cm/h).

Morphology of Macrosegregation and Effect of Static Magnetic Field A typical morphology of segregation by the standard Bridgman method has already been shown in FIG. Since similar aspects are shown in other longitudinal sections, the central section will be described below. The segregation repeatedly exhibits positive and negative segregation (respectively, the content concentration is greater than or less than 10%) in the longitudinal direction. A similar aspect is exhibited in the horizontal section, but the frequency of positive and negative (the number of repetitions) is smaller than that in the vertical direction. Such a form is called 'band segregation' or so-called 'banding' in this specification.

降流れ（破線で概略的に示す）によって凝固界面付近の温度は最大１０．６５℃上昇し、凝

The reason why the banding fluctuations increase in the absence of a magnetic field is that the horizontal temperature gradient, which inevitably exists in front of the solidification interface, causes convection and heat pulses at the solidification interface, thereby increasing the flow pattern of the liquid phase in the solid-liquid coexistence phase. This is for changing. An example of a heat pulse is shown in FIG. 9(a) (standard Bridgman method, no magnetic field). heat pal

The downdraft (schematically indicated by the dashed line) raises the temperature near the solidification interface by up to 10.65°C,

The solid-liquid coexisting phase is always affected by such a heat pulse, resulting in fluctuations in its temperature, solid fraction, dendrite morphology, shape of the solid-liquid coexisting phase, and finally the flow pattern of the liquid phase (Fig. 9). (b)). As a result, band-like macrosegregation (see FIG. 8) is formed.

When the axial magnetic field Bz is applied, the convection in the liquid phase disappears and the heat pulse disappears (not shown to save space). FIG. 9(c) is a schematic diagram showing the flow pattern in the solid-liquid coexisting phase in the ingot central longitudinal section in the case of calculation number I-3 (Bz = 1 T + strong cooling + high withdrawal speed). It is oriented in the direction in which the width is narrowed and the flow in the lateral direction is reduced, that is, the direction is rectified in the axial direction. As a result, Al fluctuation, ie, macrosegregation, is substantially eliminated as described above.

The segregation maximum part in FIG. 10 described above is a phenomenon that was hidden due to fluctuations due to convection due to the application of Bz and appeared as the convection calmed down. That is, in unidirectional solidification, when the moving speed of the solidification interface suddenly increases (or decelerates), the phenomenon that macrosegregation increases or decreases (for example, P.39, Fig.2-6; P.40, Fig.40 of Non-Patent Document 7). 2-7). That is, in the initial transition stage of solidification, the fluctuation of the moving speed Rcalc (calculated value) of the solidification interface corresponds to the Al maximum, and the range is about 13 cm high from the bottom. This is brought about by the cooling effect of the chill, as mentioned above. [The same applies to the DAS in the initial transition stage shown in FIG. ]

As described above, it can be considered that macro-segregation has been reduced to a practically acceptable level due to the synergistic effect of the strong cooling effect by the GCC method and the low magnetic field of 1 T or less. That is, the segregation can be eliminated with a small magnetic field (thus, with a low-cost superconducting coil), and the heat pulse is eliminated to stabilize the solidification, thereby suppressing the formation of misorientation crystal defects. In addition, the refinement of the crystal structure brings about the merits (improved creep rupture strength and shortened solution heat treatment time).
In Table 4, the discrepancy between the average value and the initial concentration is considered to be a background error that accompanies such difficult numerical analysis.

Example 2: IN718 alloy short blade Next, the simple M method (standard Bridgman method, R = 15 cm / h, Bz) and MV2 method (S + sliding electrode + GCC, R = 40 cm / h, Bz) is applied (S means single chamber). Table 3 shows the physical properties of IN718, Table 5 shows the casting parameters for the simple M method, and Table 6 shows the casting parameters for the MV2 method of the present invention. Preliminary calculations were performed in preparation for the calculations, and the casting parameters were adjusted so that the mushy zone was at approximately the same horizontal position as the insulating baffle. The drawing speed was R=15 cm/h for the M method, and R=40 cm/h (and H _GCC =600 W/(m ² ·K)) for the MV2 method.

ＭＶ２法による各合金元素の正規化標準偏差（元素間の相対値を見やすくする

大する。Ｍ法及びＭＶ２法によるＮｂの標準偏差σ（ｗｔ％）に及ぼすＢｚの効果を図１２に示す。図１３及び図１４はそれぞれＭ法による横断面中心位置、軸方向におけるＤＡＳ及びＮｂの分布を示す。ＤＡＳは主として凝固速度に依存するので、Ｂｚを変化させても変らない（図１３）。一方、Ｎｂ分布については磁場なしの場合、ｔｈｅｒｍａｌ ｆｌｕｃｔｕａｔｉｏｎの影響を受けてｍｕｓｈｙ ｚｏｎｅ中の液相のｆｌｏｗ ｐａｔｔｅｒｎが乱れる結果、変

加した場合ｔｈｅｒｍａｌ ｆｌｕｃｔｕａｔｉｏｎは無くなりｆｌｏｗ ｐａｔｔｅｒｎが安定するので変動は大幅に小さくなるが、標準偏差は図１２に示す如くさほど小さくならない。これは磁場の印加によりｍｕｓｈｙ ｚｏｎｅ中の液相のｆｌｏｗ ｐａｔｔｅｒｎが変化した結果（中心部から周辺への流れを呈する。簡単のため表示しない）、ブレード全体としてＮｂの変化がむしろ大きくなったためである。 Calculation Results The calculation results are summarized in Tables 7(a) and (b).

Normalized standard deviation of each alloy element by MV2 method (to make it easy to see the relative value between elements

make big FIG. 12 shows the effect of Bz on the standard deviation σ (wt %) of Nb by the M method and the MV2 method. 13 and 14 show the distribution of DAS and Nb in the cross-sectional center position and the axial direction, respectively, according to the M method. Since DAS is primarily dependent on the coagulation rate, it does not change with changes in Bz (Fig. 13). On the other hand, for the Nb distribution, in the absence of a magnetic field, the flow pattern of the liquid phase in the mushy zone was disturbed by the influence of thermal fructation.

When the temperature is increased, the thermal fluctuation disappears and the flow pattern stabilizes, so the fluctuation is greatly reduced, but the standard deviation is not so small as shown in FIG. This is because the flow pattern of the liquid phase in the mushy zone changes due to the application of a magnetic field (flow from the center to the periphery, not shown for simplicity), and the change in Nb as a whole blade is rather large. .

り、以降Ｂｚを増すと逆にσは漸増する。11 and 12, when the drawing speed is increased from 15 cm / h to 40 cm / h (moving speed of the sliding brush) and strong cooling (Hgcc = 600 W / m / K), the standard deviation is greatly reduced (No.II- 1 to No. II-8). That is, macrosegregation is greatly improved. Furthermore, No. Axial to II-8

σ gradually increases as Bz is increased thereafter.

When the movement speed of the solidification interface is increased from 15 cm/h to 40 cm/h (comparison between No. II-1 and No. II-8), σ decreases because the disturbance of the flow pattern in the mushy zone decreases. is. However, the thermal flux in front of the solidification interface is on the order of ±20° C. (No. II-1) and ±23° C. (No. II-8), respectively, and significant convection occurs (the velocities in the liquid phase are also Vmax = 1.08 cm/s and approximately the same order as 0.88 cm/s (1/2 as-solidified center-thickness (Y,Z) cross-section). On the other hand, when Bz is applied, the flow pattern in the liquid phase shows a tendency to change from turbulent flow to laminar flow, and exhibits laminar flow (downward flow) at the minimum value (around Bz = 0.75 T), and the pattern in the mushy zone The flow became almost laminar. As a result, the thermal flux in front of the interface disappeared (not shown to save space).

Ｌｏｒｅｎｔｚ力に関しても同様である］[Note: For the value of the velocity vector, here for the (X, Y) plane

The same is true for the Lorentz force]

As the intensity increases from Bz=0.75T, σ gradually increases. As will be described later (see paragraph 0073), it is believed that this is because the driving force (thermoelectromagnetic force, TEMF) that causes the liquid phase to flow increases due to the interaction between the thermoelectromotive force and the magnetic field due to the temperature gradient.

FIG. 15 shows a comparison of DAS for each process (Z direction distribution at the center position of the XY cross section). No. In the case of II-1 (M method, 15 cm/h) For DAS≈180μ, No. II-8 (S+sliding electrode+GCC method, 40 cm/h, Bz=0), No. II-10 (MV2: S+sliding electrode+GCC, 40 cm/h, Bz=0.75T), and No. In II-13 (MV2: S+sliding electrode+GCC, 40 cm/h, Bz=3T), each is finer to 115 to 120 μm, and the variation width is also reduced from 20 μm to 5 μm.

FIG. 16 shows a comparison of Nb distributions at the positions. No. without magnetic field. II-1 and No. No. II-8 to which Bz was applied. II-10 and No. In II-13, the variation range of segregation was greatly improved, and at the same time, the concentration approached the initial concentration (4.85 wt%), and the homogeneity was improved.

Consideration: When no magnetic field is applied as described in paragraph 0065 for the flow pattern of the liquid phase, the thermal flux in front of the solidification interface is ±20 ° C. (No. II-1) and ±23 ° C. (No. II-8), respectively. It is of the order of magnitude and produces significant convection, disturbing the shape of the solidification interface and disturbing the flow pattern in the mushy zone. On the other hand, no. In II-10, the flow in the liquid phase region is almost axially rectified and Vmax=0 from the order of Vmax=1.08 cm/s (No. II-1) and 0.88 cm/s (No. II-8). It is suppressed to the order of 0.04 cm/s (No.II-10). Thermal flux in front of the interface disappears, and the shape of the solidification interface is stable. The flow in the mushy zone is substantially rectified in the axial direction (slightly fan-shaped at both ends in the width direction).

When Bz is applied, the Lorentz force (f=JxB) acting on the liquid phase occurs horizontally and not axially. At this time, the Lorentz force and flow pattern in the mushy zone are outlined in FIGS. 17(a) and 17(b) (No. II-10). One vortex and two semi-vortices are generated in the XY plane corresponding to the f distribution. When Bz is increased in the range of Bz = 0 to 0.75 T, the turbulent flow in the mushy zone corresponding to the Lorentz force applied to the liquid phase (Fig. (a)) becomes a flow pattern as shown in Fig. (b). , that is, the turbulence of the flow disappears. The horizontal velocity components (Vx and Vy) at this time are much smaller than the Z-direction velocity component Vz, and are much slower than the moving velocity of the solidification interface (R = 40 cm/h = 0.011 cm/s). , and therefore has little effect on macrosegregation. The above is the mechanism of convection suppression by the static magnetic field, and this reduced the σ of Nb from 0.1537 wt % (No. II-1) to 0.0204 wt % (No. II-10) (see Table 7). This magnetic field is referred to herein as a low magnetic field.

As the magnetic field strength increases from Bz=0.75 T, the Lorentz force in the horizontal direction in the XY plane gradually increases. When Bz=5T, the Lorentz force in the aforementioned Mushy zone (XY plane at the position shown in FIG. 17) increases from fmax=5.82dyn/cm3 (Bz=0.75T) to fmax=41.4dyn/cm3. , the flow velocity increases from Vmax=3.6×10 ⁻⁵ cm/s (Bz=0.75 T) to Vmax=2.2×10 ⁻⁴ cm/s. The flow pattern is basically unchanged. The flow pattern in the liquid phase is basically unchanged, and the maximum flow velocity Vmax (No. II-10, time 502 sec, thickness center YZ cross section) is 0.043 cm / s (Bz = 0.75 T) to 0.01 cm / s. That is, the reason why σ gradually increases from the minimum value (Bz=0.75T) is that the harmful horizontal velocity component in the mushy zone gradually increases (see FIG. 12). In this specification, such a magnetic field range is referred to as a medium magnetic field.

The flow pattern in the mushy zone is determined by the balance between the driving force, thermoelectromagnetic force (TEMF) and electromagnetic braking force (EMBF), and the force (σ▽ΦxB) generated by the strength of the electric field and Bz. , in the case of this example, the TEMF works predominantly in the range from the low field of Bz=0.75 T to the relatively high field of Bz=5 T (ie low-to-medium field). In the case of this example, the minimum value of .sigma.

Regarding the solidification structure, the refinement and uniformity of the crystal structure improve the creep strength, and the solution treatment performed after casting in the Ni-based alloy (microsegregation in the dendritic arm spacing range or γ' phase (gamma prime), carbides, etc. The heat treatment for dissolving the second phase in the γ phase) and the subsequent aging treatment time (heat treatment for precipitating the γ' phase from the γ phase) can be shortened. For example, the time required for solution treatment is roughly proportional to DAS ² /Ds (Ds is the diffusion coefficient of the alloying element in the solid phase), so if DAS is reduced to 1/2, the required time is reduced to 1/4. (See P.332, Eq.(10-6) of Non-Patent Document 7).

The principle of the present invention The flow in the mushy zone is caused by solidification contraction based on the density difference between the liquid phase and the solid phase. ). In other words, the driving force that causes the flow is the suction force associated with solidification contraction, which is transmitted from the root of the dendrite to the tip in order. Therefore, {circle around (1)}: This tendency becomes stronger when the cooling capacity of the solid phase region is increased and the moving speed R of the mushy zone is increased, and as a result, the flow pattern becomes stronger in the axial direction. In the simulations of Practical Examples 1 and 2, the fact that the segregation standard deviation σ becomes smaller when the R is increased by intense cooling indicates that the flow pattern tends to be aligned in the axial direction, and the validity of the above mechanism is confirmed by theory. It proves it quantitatively and quantitatively.

However, as already mentioned, even if the hard cooling is accelerated, the heat pulse in front of the solidification interface cannot be eliminated and the flow pattern in the mushy zone is disturbed. Therefore, (2): By applying an axial magnetic field to at least the entire mushy zone, it was shown that the heat pulse to the solidification interface can be eliminated and σ can be reduced. That is, the flow in the mushy zone can be aligned in the axial direction.

The synergistic effect of the above (1) + (2) makes it possible to substantially rectify the flow in the mushy zone and stabilize solidification, thereby eliminating macrosegregation and preventing the occurrence of misorientated crystal defects. Become. [Note: The above principles apply to both floating and sinking types]

Other Matters (1) Static Solid Cooling (SSC)
Recently, Lian et al. (Non-Patent Document 14) proposed a method to enhance the cooling capacity using a Pyrolytic Graphite (PG) mold with high thermal conductivity and high thermal diffusivity. A schematic diagram thereof is shown in FIG. The method encloses the mold with a solid layer of alternating heat transfer layers (PG layers) and thermal insulation layers, inside which the layered solid material is placed to follow up the shape of the blade. The mold itself has a very thin coating. Heating and cooling are provided by resistive heaters and water cooling, respectively, disposed around the perimeter of the heat transfer layer. Unidirectional solidification is performed by moving the heating-cooling cycle upward step by step by means of an electrical network. They state that the method provides much higher cooling capacity than GCC or LMC.
It is also possible to use a mold according to the SSC method as the strong cooling means according to the present invention. However, the heating and cooling means are according to the means of the present invention (an example of using a mold according to the SSC method for the MV2 method of the present invention is shown in FIG. 19).

(2) The purpose of the sub-heater in the heating means is to prevent the solidification interface temperature of the solid-liquid coexisting phase from decreasing and to prevent the axial temperature gradient of the solid-liquid coexisting phase from decreasing.
In addition, in this specification, with respect to the applied magnetic field, the parallel static magnetic field Bz was applied to the solid-liquid coexisting phase and the entire liquid phase for simulation, but it is not always necessary in actual operation, and at least the entire solid-liquid coexisting phase (At this time, there is no problem since the substantially parallel magnetic field covers a considerably wide liquid phase region in front of the solidification interface).

(3) There is no clear definition of the cooling capacity in unidirectional solidification, but as an example, Non-Patent Document 2 assumes a simple heat transfer model and roughly estimates the heat flux Q for a large blade: Bridgeman Q=86 kW/m ² for the LMC process with molten tin; Q=101 ^{kW/m 2 for} the GCC process. In this specification, cooling by the LMC, GCC, and SSC molds is referred to as intense cooling.
Similarly, there is no clear definition for the strength of the static magnetic field, but in this specification, the magnetic fields described in paragraphs 0035, 0061, 0072, and 0074 (all of 1 T or less) are referred to as low magnetic fields; the magnetic fields described in paragraph 0073 (1 to about 3 T) will be called a medium magnetic field. However, there is no clear definition of these boundaries.

(4) Other factors affecting solidification include the size and shape of the casting (expansion/reduction of the cross section), the thickness of the heat insulating baffle, and the like. Although the shape of the solid-liquid coexisting phase is determined by these casting conditions, it is desirable that it be as flat as possible. For these items, a CPRO simulation may be performed to adjust the moving speed of the solidification interface, heating/cooling conditions, etc. (see the solidification monitoring system described later).

(5) Although band-like segregation was described in this specification, macrosegregation presents various forms depending on the composition of the alloy, the size and shape of the blade, casting parameters, etc. Ultimately, it depends on the flow pattern in the mushy zone. Determined. Whatever form it takes, it is possible to eliminate these defects by suppressing the convection in the liquid phase, eliminating the heat pulse, and substantially rectifying the flow pattern in the mushy zone. It has generality and universality to macro segregation. A different orientation crystal defect also has a similar effect.

Summary The features and merits of the MV1 method and the MV2 method according to the present invention are summarized below. (Described with respect to unidirectional solidification of Ni-based alloy SX or DS turbine blades)
(1) Elimination of macro-segregation and crystal defects in different orientations : The convection in the liquid phase is calmed down by strongly cooling the solid phase region, increasing the moving speed of the solidification interface, and applying an axial static magnetic field (Bz). There is no heat pulse provided to the solidification interface. These synergistic effects suppress the harmful lateral liquid phase flow in the solid-liquid coexisting phase and rectify the axial direction. This eliminates the macrosegregation and stabilizes the solidification, thereby eliminating the cause of the occurrence of misorientation crystal defects.

At that time, it was found that there is a region where the macro segregation standard deviation is minimized when the magnetic field is increased in the relatively low static magnetic field region. It turned out to be level. This effect was discovered for the first time by the present invention, and it has made it possible to reduce the required magnetic field strength. [As described in paragraph 0021, macro segregation does not occur when the liquid phase flow in the mushy zone is rectified in the axial direction (see p.252 of Non-Patent Document 7, Fig.7-35)]

(2) Refinement and homogenization of crystal structure : The crystal structure can be refined and homogenized by the synergistic effect of the above-mentioned axial static magnetic field (Bz) and strong cooling of the solid phase region, so solution heat treatment performed after casting Time can be greatly reduced (improved productivity).
(3) Improvement of economic efficiency and productivity : Compared to the conventional simple M method, the effect is exhibited in a much smaller axial static magnetic field (Bz), so the cost of expensive superconducting coils can be greatly reduced. can be done. Also, productivity can be improved by improving the withdrawal speed.

The above features and advantages are improvements that have made great progress compared to the conventional simple M method (the standard Bridgman method + Bz method described in Patent Document 3 and Non-Patent Document 6 of the inventor of the present application), and are clear for the first time in the present application. It is a knowledge that has been made into

As described above, it is possible to efficiently manufacture a high-quality turbine blade having excellent creep rupture strength without macro segregation or different orientation crystal defects. It should be noted that a desired crystal structure (DAS) can be obtained by adjusting the cooling power of the solid phase region and Bz. In addition, although the GCC method was used as the intense cooling method in this embodiment, the same effect can be obtained by using a mold made by the LMC method, which has almost the same cooling capacity, or the static solid cooling method, which has a higher cooling capacity. It is clear in principle that

Real-Time Solidification Monitoring System The present invention is provided with a real-time solidification monitoring system for monitoring solidification conditions during unidirectional solidification based on predetermined casting parameters (operational parameters). This makes it possible to efficiently establish optimum casting conditions for manufacturing high-quality blades for each product in a short period of time. Therefore, FIG. 20 shows an outline of the solidification monitoring system incorporating the solidification simulation system CPRO.

In FIG. 20, reference numeral 61 denotes a detection unit, which detects operation parameters to be described later and outputs them as data. Reference numeral 62 denotes a computer which performs the coagulation simulation by CPRO described in detail in Examples 1 and 2 using the data output from the detection unit 61 as an input condition, and processes so that the coagulation state can be visualized and observed. It has the function to

63 and 64 are monitor devices connected to the computer 62. The monitor device 63 is used for displaying operation parameters, and the monitor device 64 is used for image display of coagulation simulation results.

Measurement items of operation parameters in the detection unit 61 of FIG. 20 are as follows.
For the MV1 method:
・Electric power and temperature to the main heater and sub-heater ・Temperature of the mold and each part of the casting (Since the mold moves, it is difficult to measure with a thermocouple)
・Mold surface heat transfer coefficient by GCC or molten metal bath temperature by LMC ・Water volume, water temperature, chill surface temperature of water cooling chill jacket ・Mold withdrawal speed ・Voltage, current and static magnetic field strength of superconducting magnet or electromagnet ・In the case of vacuum container vacuum MV2 method:
・Power and temperature to the main heater and sub-heater ・Temperature of the mold and each part of the casting (since the mold is stationary, it can be measured with a thermocouple)
・Mold surface heat transfer coefficient and temperature by GCC ・Water volume, water temperature, and chill surface temperature of water cooling chill jacket ・Movement speed of sliding system ・Voltage, current and static magnetic field strength of superconducting magnet or electromagnet Every time

Real-time coagulation status monitoring items are as follows.
・Temperature of each part of casting and mold ・Temperature gradient at solidification interface and shape of solid-liquid coexisting phase ・DAS distribution Monitor the presence or absence of crystal defects, etc.

Operation method of the solidification monitoring system This makes it possible to visualize the solidification phenomenon that changes from moment to moment. Since it is possible to observe in real time the aspect of the liquid phase flow in the phase and the aspect of the formation of macro-segregation, it is possible to deeply understand the solidification phenomenon.
Therefore, the number of times of casting experiments based on the conventional trial-and-error or design-of-experiment method can be minimized or eliminated, and the excessive time and cost required for such experiments can be greatly reduced.

The main points of the above operation method are as follows.
(1) The accuracy of the simulation is high because it is based on actual measurement data.
(2) By installing this system both at the production site (on-site computer) and at a remote location (off-site computer), it can be used for real-time monitoring at the site and for research and development at remote locations such as laboratories. be done.
(3) Optimal casting conditions (operation parameters) are obtained for each product.

的に明らかである。従ってこれらの合金系は本発明の適用対象となる。In the present invention, Ni--Al alloys and IN718 Ni-based superalloys have been described.

is relatively clear. These alloy systems are therefore subject to the application of the present invention.

As described above, according to the present invention, it is possible to manufacture high-quality directionally solidified castings or ingots for various turbine blades such as Ni-based superalloy turbine blades, and to ensure the safety and longevity of these important parts and the efficiency of gas turbines. It will be possible to greatly contribute to energy saving and global warming countermeasures through improvement. That is, it is widely known that the most effective means for increasing the combustion efficiency of a gas turbine for power generation is to increase the combustion gas inlet temperature of the turbine. By making it possible to put into practical use, the combustion gas inlet temperature can be increased (effects due to improvement in melting point and creep strength due to single crystallization of the blade material).
On the other hand, in the field of aircraft jet engines, Ni-based superalloy single crystal turbine blades are in practical use. It is a contribution.

1 mold 2 casting or ingot (molten metal)
3 selector 4 cooling chill (water cooling chill)
5a Main heater 5b Sub-heater 6 Insulation sleeve 7 Insulation upper lid 8 Pouring port 9 Insulation baffle 10 Induction melting furnace 11 Cooling gas ejection nozzle 12 Cooling gas inlet 13 Cooling gas circulation pump system 14 Superconducting coil 15 Vacuum pump 16 Vacuum vessel 17 Outside Cylinder 18 Molten Metal Bath 19 Stainless Steel Chill 20 Molten Metal Bath Vessel 21 Mold Drawer Arm (Stainless Steel)
22 Thermal insulation layer (alumina beads)
23 agitator 24 bottom pouring induction melting furnace

25 Main heater for MV2 process 26 Insulation sleeve for MV2 process 27 Main heater sliding contact terminal for MV2 process 28 Main heater brush for MV2 process 29 Main heater power supply for MV2 process 30 MV2 process Sub-heater 31 Copper cable for sub-heater for MV2 method 32 Sub-heater power supply for MV2 method 33 Thermal insulation baffle for MV2 method 34 Cooling gas introduction pipe for MV2 method 35 Cooling gas nozzle for MV2 method 36 Cooling gas inlet for MV2 method 37 Cooling gas circulation pump system for MV2 method 38 Vacuum pump for MV2 method 39 Outer cylinder for MV2 method 40 Superconducting coil or electromagnet for MV2 method

61 Unidirectional coagulation device detector 62 System computer (onsite/offsite)
63 Monitor for display of operating parameters 64 Monitor for image display of coagulation simulation results

[0025]
FIG. 11 is a diagram showing the effect of axial magnetic field on segregation standard deviation of IN718 blade by MV2 method (GCC cooling, sliding brush moving speed 40 cm/h) (standard deviation of each element (Table 7 ) normalized by the initial concentration of each element). S in the figure means single chamber.
Figure 12 shows the axial effect on Nb segregation standard deviation of IN718 blades by simple M method (standard Bridgman method, withdrawal speed 15 cm/h) and MV2 method (GCC cooling, sliding brush movement speed 40 cm/h). FIG. 4 is a diagram showing the effect of a magnetic field;
FIG. 13 shows the effect of the axial magnetic field on the DAS distribution of an IN718 blade by the simple M-method (standard Bridgman method, withdrawal speed 15 cm/h) (transverse center Z-direction); Note: bottom chill thickness 1.5 cm. No. II-3 and No. Figure 14 shows the effect of the axial magnetic field on the Nb distribution of the IN718 blade by the simple M method (standard Bridgman method, withdrawal speed 15 cm/h) (cross section center Z direction). Note: bottom chill thickness 1.5cm
FIG. 15 shows the effect of the axial magnetic field on the DAS distribution of an IN718 blade by the MV2 method (GCC cooling, sliding brush movement speed 40 cm/h) (cross-sectional center Z direction); Note: Bottom dummy chill thickness 0.15 cm (from Table 6). No. II-1 is the standard Bridgman result.
FIG. 16 shows the effect of the axial magnetic field on the Nb distribution of an IN718 blade by the MV2 method (GCC cooling, sliding brush moving speed 40 cm/h) (cross-sectional center Z direction). Note: Bottom dummy chill thickness 0.15 cm (from Table 6). No. II-1 is the standard Bridgman result.
FIG. 17 is a schematic diagram of the Lorentz force induced by the static magnetic field in the axial direction and the flow pattern in the mushy zone (MV2 method, No. II-10, GCC cooling, sliding brush moving speed 40 cm/h, Bz= 0.75T)).
FIG. 18 is a schematic diagram of the Static Solid Cooling method (see Non-Patent Document 14);
FIG. 19 is a schematic diagram of a unidirectional solidification apparatus according to the MV2 method of the present invention employing a mold according to the Static Solid Cooling method (however, heating and cooling means are according to the means of the present invention ; The overall diagram including is omitted for simplicity ).
FIG. 20 shows an overview of a unidirectional coagulation monitoring system according to the MV1 method (and MV2 method) of the present invention;
[Mode for carrying out the invention]

On the other hand, the temperature distribution is lower at the root of the dendrite than at the tip and therefore denser, so that convection does not occur. That is, it is 'thermally stable'. When the degree of solute instability is greater than the degree of thermal stability, a density inversion layer is formed, and the liquid phase in the solid-liquid coexistence phase tends to generate ascending convection. Macro segregation is likely to occur. Freckles with such a morphology are likely to occur in floating-type alloys . Regardless , it exhibits various forms depending on the casting conditions.

電流場に関する連続条件より

ＪとＢによって生ずる電磁力（Ｌｏｒｅｎｔｚ力）ｆ（Ｎ／ｍ^３）は次式で与えられる。

（３）式を（４）式に代入してΦに関する次式が得られる。

（６）式を解いてφを求め、（３）式よりＪを求め、続いて（５）式よりＬｏｒｅｎｔｚ力ｆを算出できる。ただし、Ｖは運動方程式を含む後述の数値解析により計算する必要があり、流れ場と電磁場は高度な連成関係を有している。ｆは運動方程式の体積力項に取り込む。なお、ブレードと鋳型の境界（ブレードと冷却チルの境界を含む）の電気的境界条件は絶縁とした。

From the continuous condition on the current field

The electromagnetic force (Lorentz force) f(N/m ³ ) produced by J and B is given by the following equation.

Substituting equation (3) into equation (4) yields the following equation for Φ.

(6) can be solved to find φ, J can be found from (3), and then the Lorentz force f can be calculated from (5). However, V must be calculated by numerical analysis including the equation of motion, which will be described later, and the flow field and the electromagnetic field have a highly coupled relationship. f is incorporated into the body force term of the equation of motion. The electrical boundary condition of the blade-mold boundary (including the blade-cooling chill boundary) was insulation.

で正規化した）に及ぼすＢｚの効果を図１１に示す。いずれの元素に対してもＢｚ＝０．７５Ｔ付近で

の標準偏差σ（ｗｔ％）に及ぼすＢｚの効果を図１２に示す。図１３及び図１４はそれぞれＭ法による横断面中心位置、軸方向におけるＤＡＳ及びＮｂの分布を示す。ＤＡＳは主として凝固速度に依存するので、Ｂｚを変化させても変らない（図１３）。一方、Ｎｂ分布については磁場なしの場合、ｔｈｅｒｍａｌ ｆｌｕｃｔｕａｔｉｏｎの影響を受けてｍｕｓｈｙ ｚｏｎｅ中の液相のｆｌｏｗ ｐａｔｔｅｒｎが乱れる結果、変動

ｔｈｅｒｍａｌ ｆｌｕｃｔｕａｔｉｏｎは無くなりｆｌｏｗ ｐａｔｔｅｒｎが安定するので変動は大幅に小さくなるが、標準偏差は図１２に示す如くさほど小さくならない。これは磁場の印加によりｍｕｓｈｙ ｚｏｎｅ中の液相のｆｌｏｗ ｐａｔｔｅｒｎが変化した結果（中心部から周辺への流れを呈する。簡単のため表示しない）、ブレード全体としてＮｂの変化がむしろ大きくなったためである。 Calculation Results The calculation results are summarized in Tables 7(a) and (b).

) is shown in FIG. Around Bz=0.75T for any element

FIG. 12 shows the effect of Bz on the standard deviation σ (wt %) of . 13 and 14 show the distribution of DAS and Nb in the cross-sectional center position and the axial direction, respectively, according to the M method. Since DAS is primarily dependent on the coagulation rate, it does not change with changes in Bz (Fig. 13). On the other hand, for the Nb distribution, in the absence of a magnetic field, the flow pattern of the liquid phase in the mushy zone is disturbed due to the influence of thermal fluctuation.

Since the thermal fluctuation is eliminated and the flow pattern is stabilized, the fluctuation is greatly reduced, but the standard deviation is not reduced so much as shown in FIG. This is because the flow pattern of the liquid phase in the mushy zone changes due to the application of a magnetic field (flow from the center to the periphery, not shown for simplicity), and the change in Nb as a whole blade is rather large. .

The synergistic effect of the above (1) + (2) makes it possible to substantially rectify the flow in the mushy zone and stabilize solidification, thereby eliminating macrosegregation and preventing the occurrence of misorientated crystal defects. Become. [Note: The above principles apply whether the type is floating, sinking or mixed ]

Claims (21)

Directionally solidified castings or ingots having a single crystal structure (called SX material) or a polycrystalline columnar dendrite structure (called DS material) or a crystal structure consisting of a mixed structure of the SX and the DS. in the device,
(a) The unidirectional solidification process for producing the unidirectionally solidified casting or ingot by pouring the molten metal into a mold and cooling it includes heating means and strong cooling means for heating and maintaining the molten metal to a predetermined temperature. , the solid phase region of the molten metal is cooled by the strong cooling means, thereby increasing the temperature gradient in the axial direction (unidirectional solidification direction) in the solid-liquid coexisting phase of the molten metal and increasing the moving speed of the solidification interface. a first means;
(b) In the unidirectional solidification process, a static magnetic field is applied in a direction substantially parallel to the direction of unidirectional solidification to at least the entire solid-liquid coexisting phase, thereby suppressing liquid phase convection and solidifying. and second means for eliminating heat pulses to the interface and reducing turbulence of the liquid flow in the solid-liquid coexistence phase, wherein the static magnetic field is rectified by each of the above (a) and the above (b). The synergistic effect based on the effect is set to a magnetic field strength sufficient to suppress macrosegregation to a level that does not pose a practical problem, thereby suppressing the required strength of the static magnetic field and allowing the liquid phase flow in the solid-liquid coexisting phase to flow in the axial direction. A unidirectional solidification apparatus characterized by suppressing the formation of macro segregation or different orientation crystal defects and refining the crystal structure by substantially rectifying the crystal structure. A unidirectional solidification apparatus according to claim 1, wherein said heating means comprises primary and secondary heater(s) by resistive heating. 2. A unidirectional solidification apparatus according to claim 1, wherein a Gas Cooling Casting method (GCC) is used as said strong cooling means. 2. A unidirectional solidification apparatus according to claim 1, wherein a Liquid Metal Cooling method (LMC) is used as said strong cooling means. 2. A unidirectional solidification apparatus according to claim 1, wherein said strong cooling means is a mold based on a static solid cooling method (SSC). As a method for producing a directionally solidified casting or ingot having a crystal structure consisting of a single crystal structure (called SX material) or a polycrystalline columnar dendrite structure (called DS material) or a mixed structure of said SX and said DS,
(a) In the unidirectional solidification process of casting the molten metal into a mold and cooling it to form the unidirectionally solidified casting or ingot, the molten metal is heated to a predetermined temperature and kept warm, and the solid phase region of the metal is reduced. a first step of increasing the axial temperature gradient of the solid-liquid coexisting phase and increasing the moving speed of the solidification interface by cooling;
(b) applying a static magnetic field in a direction substantially parallel to the direction of unidirectional solidification to at least the entire solid-liquid coexisting phase in the unidirectional solidification process, thereby suppressing the convection of the liquid phase to the solidification interface; and a second step of eliminating the heat pulse and reducing turbulence of the liquid flow in the solid-liquid coexistence phase, wherein the static magnetic field has a synergistic effect based on the respective rectifying effects of the first and second steps. The magnetic field intensity is set to a level sufficient to suppress macro-segregation to a practically negligible level, thereby suppressing the required intensity of the static magnetic field and substantially rectifying the liquid phase flow in the solid-liquid coexisting phase in the axial direction. A unidirectional solidification method characterized by suppressing the formation of macro segregation or different orientation crystal defects and refining the crystal structure. 7. The unidirectional solidification method according to claim 6, wherein in the step of heating and keeping the temperature, the periphery of the lower end of the area for heating and keeping the temperature of the molten metal to a predetermined temperature is heated and kept warm. 7. The unidirectional solidification method according to claim 6, wherein said cooling uses Gas Cooling Casting (GCC). 7. A unidirectional solidification method according to claim 6, wherein said cooling uses a Liquid Metal Cooling method (LMC). 7. A unidirectional solidification method according to claim 6, wherein said cooling uses a mold according to a static solid cooling method (SSC). In a directional solidification apparatus for producing castings or ingots having a single crystal structure (called SX material) or a polycrystalline columnar dendrite structure (called DS material) or a crystal structure consisting of a mixed structure of the SX and the DS ,
a mold for casting said casting or ingot;
a cooling chill placed at the bottom of said mold to initiate solidification;
a sliding resistance heating main heater for heating and keeping the mold warm;
mold cooling means (mold cooling gas nozzle) for cooling the mold;
a heat insulating means (heat insulating baffle) arranged close to the upper part of the mold cooling means;
with
The heat insulation baffle and the mold cooling gas nozzle are configured to be able to move up and down synchronously and integrally,
The main heater is provided with a passage (gap) that surrounds the mold and is disposed inside the heat insulating sleeve, and that vertically moves the heat insulating baffle and the mold cooling gas nozzle for cooling the mold integrally. , the main heater is provided with a sliding contact terminal connected thereto, and the sliding contact terminal is provided with a sliding brush which is in sliding contact with the sliding contact terminal, so that the energization section of the main heater can be varied. And this sliding brush is configured to be able to move up and down synchronously and integrally with the heat insulating baffle and the mold cooling gas nozzle,
At the start of operation, the sliding brush, the heat insulating baffle, and the mold cooling gas nozzle are positioned at the lower end of the mold, and after preheating the mold and melting/casting the metal material, they are moved upward at a predetermined speed for heating. - A unidirectional solidification apparatus characterized by performing unidirectional solidification of the casting or the ingot while reducing the heat retention area. 12. The unidirectional solidification apparatus according to claim 11, further comprising a sub-heater (single or plural) for heating and retaining heat in the vicinity of the lower end of said heating and retaining area. The unidirectional solidification apparatus according to claim 11 applies a static magnetic field in a direction substantially parallel to the unidirectional solidification direction to at least the entire solid-liquid coexisting phase in the unidirectional solidification process. A unidirectional solidification device characterized by: 12. A unidirectional solidification apparatus according to claim 11, wherein said mold is an SSC mold. In a directional solidification method for producing a casting or an ingot having a crystal structure consisting of a single crystal structure (called SX material) or a polycrystalline columnar dendrite structure (called DS material) or a mixed structure of said SX and said DS ,
In the process of casting molten metal into a mold and solidifying it, at the start of operation, the mold is heated and kept at a predetermined temperature by surrounding the entire side surface of the mold, and as time passes, the heating/warming area is moved to the lower end of the mold. from the upper end toward the upper end at a predetermined speed and forcibly cooling the lower region of the heating and heat retention region of the mold to solidify in one direction, between the heating and heat retention region and the forced cooling region is provided with an adiabatic area, the heating/warming method uses a sliding variable resistance heating method that varies the energization/heating area, and the forced cooling method uses an inert gas injection cooling method by Gas Cooling Casting (GCC). A unidirectional solidification method characterized by: 16. The unidirectional solidification method according to claim 15, wherein the vicinity of the lower end of said heating/warming area is further heated and kept warm. The unidirectional solidification method according to claim 15, wherein the solid-liquid coexisting phase generated in the unidirectional solidification process is subjected to a static magnetic field in a direction substantially parallel to the unidirectional solidification direction for at least the entire solid-liquid coexisting phase. A unidirectional solidification method characterized by applying 16. A unidirectional solidification method according to claim 15, wherein the mold is a static solid cooling (SSC) mold. A crystal consisting of a single crystal structure (called SX material), a polycrystalline columnar dendrite structure (called DS material), or a mixed structure of the SX and the DS by casting a molten metal material consisting of a heating zone and a cooling zone into a mold. When making a unidirectionally solidified casting or ingot having a structure,
(a) In the unidirectional solidification process of casting the molten metal into a mold and cooling it to form the unidirectionally solidified casting or ingot, the molten metal is heated to a predetermined temperature and kept warm, and the solid phase region of the metal is reduced. Intense cooling increases the axial temperature gradient of the solid-liquid coexisting phase and increases the moving speed of the solidification interface,
(b) applying a static magnetic field in a direction substantially parallel to the direction of unidirectional solidification to at least the entire solid-liquid coexisting phase in the unidirectional solidification process, thereby suppressing the convection of the liquid phase to the solidification interface; Eliminating the heat pulse and reducing the turbulence of the liquid flow in the solid-liquid coexistence phase,
Due to the synergistic effect based on each of these rectifying effects, operation is performed at a magnetic field strength sufficient to suppress macrosegregation to a level that does not pose a practical problem. A directionally solidified casting or ingot characterized by suppressing the formation of macrosegregation or misorientation crystal defects and refining the crystal structure by substantially rectifying in the axial direction. 2. The unidirectional solidification apparatus according to claim 1, wherein a system for monitoring the state of solidification in the unidirectional solidification process,
a system computer, means for inputting operating parameters into said system computer, a monitor for monitoring said operating parameters and solidification status;
As the operating parameters, at least the heating power, heat removal rate of the cooling chill and the mold, withdrawal rate, strength of the static magnetic field, etc. are given to the system computer, and these information are displayed on the operating parameter monitoring monitor to monitor the operating status. While making it possible,
The system computer is preloaded with a solidification simulation program, and has a function of performing a solidification simulation based on the physical property values of the given material and the operating parameters. It is characterized by having a solidification monitoring function that enables monitoring of the solidification state by displaying the temperature of the casting, the flow of the liquid phase, the presence or absence of macro segregation, the presence or absence of crystal defects in different orientations, etc. on the solidification state monitoring monitor. Unidirectional solidification device. 2. The unidirectional solidification apparatus according to claim 1, wherein a system for monitoring the state of solidification in the unidirectional solidification process,
Heating means for heating and retaining heat of the mold and a plurality of temperature detecting means arranged in the mold or the unidirectionally solidified casting are provided, and temperature information obtained from these temperature detecting means, heating power, cooling chill and mold are provided. Equipped with a system computer that performs solidification simulation using operating parameters such as heat removal rate, withdrawal rate, and static magnetic field strength, and a monitor that displays the simulation results,
A solidification simulation is performed based on the physical property values of the given material, the operating parameters, and the temperature information, and the ever-changing temperature of the casting, the liquid phase flow, the presence or absence of macrosegregation, the presence or absence of anisotropic crystal defects, etc. A unidirectional coagulation device characterized by having a coagulation monitoring function that enables monitoring of coagulation conditions by displaying on a monitor.

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