US3548485A - Method of making a prestressed,segmented concrete beam - Google Patents

Description

` M \""y--`1 METHOD OF MAKING A PRESTRESSED, SEGIIEN'IED CONCRETE BEAM INVENTOR JAMES M. YOUNG m nlm //onnevs DeC. 22, 1970 J, M, YOUNG 3,548,485

METHOD OF MAKING A PRESTRESSED, SEGMENTED CONCRETE BEAM Original Filed June 3,. 1965 2 Sheets-Sheet z INVENTOR. JAMES M. YOUNG a f/omvsvs United States Patent O 3,548,485 METHOD F MAKING A PRESTRESSED, SEGMEN TED CONCRETE BEAM .lames M. Young, 3402 W. Wells St., Milwaukee, Wis. 53208 Original application June 3, 1965, Ser. No. 460,904, now Patent No. 3,407,544, dated Oct. 29, 1968. Divided and this application Apr. 29, 1968, Ser. No. 724,812 Int. Cl. B21d 39/00 U.S. Cl. 29-452 7 Claims ABSTRACT 0F THE DISCLOSURE A method of making a prestressed, segmented concrete beam includes the step of arranging the blocks or segments of the beam so that the block faces are in abutting relation with longitudinal holes in the blocks in alignment. A tendon is inserted in the holes and force applied to the tendon to exert a compressive stress on the blocks. The tendon is deflected intermediate its ends to increase the internal resisting moment of the beam. The tendon is then affixed to the blocks.

CROSS REFERENCES TO RELATED APPLICATIONS This application is a divisional application of copending application Ser. No. 460,904, led June 3, 1965, now issued as U.S. Pat. No. 3,407,554 on Oct. 29, 1968.

BACKGROUND OF THE INVENTION Beams manufactured by the method of the present invention find use as horizontal supporting members in various structures including buildings and bridges. The forces acting on the beams so employed are well known. These forces include the vertical forces such as reaction and shear produced by the dead load of the beam and its external load and the accompanying axial forces such as tension and compression of the beam bers and horizontal shearing forces between the ibers.

For obvious reasons, concrete makes an ideal material for structures and it has often been proposed to utilize concrete in horizontal beams. However, it is an inherent characteristic of concrete that while it withstands compressive loads with relative ease, it is notoriously Weak under tensile loading. As a horizontal beam in normal use encounters both tensile and compressive loads, the use of concrete for such beams has been severely restricted in the past. Special designs have been devised to limit the tensile stress in the concrete to a value below the modulus of rupture of the concrete. However, these have been extremely expensive to manufacture, heavy and awkward to install and limited in the length which may be spanned. Attempts have been made to remedy the above problems by reinforcing the concrete with steel rods. The rods, having a high resistance to tensile stresses, provide sutlicient strength to the concrete to permit moderate tensile loading. However, even this structure did not provide an entirely satisfactory concrete beam.

The most successful structure employed to provide satisfactory concrete beam is the prestressed beam. As the name implies, the beam is compressively stressed, prior to loading, by means of tendons inserted in the structure and the tensile forces generated in the beam by the load work against these compressive stresses. These structures have resulted in light weight concrete beams which may be subjected to considerable loading.

While such beams are at present generally manufactured by casting the concrete around the tendons in a mold, it has become more desirable to manufacture the beams from a plurality of individual abutting blocks or Patented Dec. 22, 1970 segments. This method of manufacture has numerous advantages, including the ability to manufacture the individual blocks on a standard concrete block machine without the use of expensive molds required by the cast beam, considerable flexibility in the length of beam manufactured due to the ability to increase or decrease the number of blocks employed, and general ease of manufacturing as the blocks may be individually handled until formed into the beam. These advantages have led to numerous attempts to provide a satisfactory prestressed, segmented concrete beam. In general, these attempts have involved arranging the individual blocks in abutting relation, threading the tendons through holes therein and applying tensile force to the tendons. This tensile force is then transferred to the blocks in the form of compressive loading by anchors at the ends of the beam or by `bonding the tensile members to the blocks to hold the blocks together. In spite of these attempts, the prior art has been unable to produce a really satisfactory beam of this type.

In a typical application of a prestresed, segmented concrete beam supported at either end and subjected to uniform loading, compressive stresses will be generated in the upper fibers of the beam while tensile stresses are generated in the lower bers of the beam. To overcome these tensile stresses, the tensile members, or tendons, are generally placed in the lower portion of the beam. However, in prior art designs, if sufficient tensile force was applied to the tendons to develop the required compressive stress throughout the beam under useful loads, horizontal shear planes developed at either end of the beam extending inward. These shear planes were produced because the bottom portion of the beam was compressively load to a greater extent than the top portion. The development of such shear planes was `aided by the dead load and design load imposed on the beam as the combination of the load and the prestressing force developed additional shearing forces in the beam.

Additionally, the compressive stresses in the lower portion of the beam tended to rotate the end blocks causing excessive camber of the beam. Besides being excessive, the amount of this camber was diiiicult or impossible to control and gave rise to problems when a plurality of such beams were used as a roof or floor.

The prior art has included structures in which the tendons have been moved upward toward the center of the beam. While this has tended to equalize the compressive stress over the entire cross-sectional area of the beam, it has decreased the elfectveness of such prestressing, resulting in a heavier structure and a shortened span.

It has also been proposed to decrease the amount of stress applied to the blocks by tendons in the lower portion of the beam. Such a reduction of prestress permits tensile stress to appear in the beam during loading. A beam so stressed is termed partially prestressed as compared with a fully prestressed beam in which little or no tensile stress appears. While partially prestressing the beam lessens horizontal shearing it also limits the utility of the beam.

A further method applied by the prior art to produce a satisfactory beam has included providing a controlled upward camber to the beam. This has permitted the ends of the straight tensile member to be placed in the middle of the end blocks while the center of the tendon is in the lower portion of the raised center 'blocks of the beam. However, the shaping of the abutting edges of the blocks or the insertion of wedges in the top of the beam required for this method has resulted in -a very expensive manufacturing process.

In addition to the aforementioned horizontal shearing caused by the tensile forces of the tendons; concrete beams of the present type may also be subject to splitting along a vertical plane in the beam due to improper location and application of the tensile force. For example, if a pair of tendons located near each of the outside vertical edges of the beam place the beam under compression, the cornpressive stresses generated by the tendons will attempt to rotate each half of the end blocks of the beam outward in much the same manner as placing the tendons too low in the beam produced an upward camber to the beam. The stresses applied to each half of the end blocks will cause the beam to split in a vertical direction along its center line near the ends. Similar problems may occur if the forces of the tendons are not applied to the beam uniformly and simultaneously when compressively loading it.

It must be mentioned that while the above-mentioned destructive shearing forces occur in both one piece, cast beams and block, or segmented beams, their effects are more limiting in the latter. In cast beams, reinforcing rods or stirrups may be inserted in the mold and cast into the concrete to resist the above mentioned forces. This cannot be done on segmented beams as the concrete work is done in segments in block machines. Hence, the features of the present invention find particular utility in segmented beams.

SUMMARY The present invention is directed to an improved method of making a prestressed segmented concrete beam comprised of a plurality of blocks, each having a pair of faces with at least one longitudinal hole extending through the block and opening at the faces. The beam so made is capable of withstanding loading producing zones of internal tensile and compressive stresses.

The method comprises the steps of arranging the blocks so that the faces are in abutting relation with the longitudinal holes in alignment; inserting a tendon in the holes; applying force to the tendon to provide a compressive stress in the zone of tensile stress of the blocks; applying a localized force to the tendon at a point intermediate the ends of the tendon to deflect the tendon, the application of the localized force occurring after the application of the force providing the compressive stress; and atxing the tendon to the blocks.

The method of the present invention provides a segmented beam capable of supporting heavy loads over a long span without the necessity of such time consuming and expensive manufacturing steps as shaping the blocks to provide a camber to the beam or insterting reinforcing rods or stirrups.

BRIEF DESCRIPTION OF THE DRAWINGS FIGS. 1A, B, C, D, E, F and G show a simple, doubly supported, uniformly loaded beam and graphs illustrating various mechanical properties thereof;

FIGS. 2, 3 and 4 show typical cross sectional configurations of concrete blocks which may be employed to construct a prestressed, segmented concrete beam by the method of the present invention;

FIGS. 5A, B, C and D show a prestressed concrete beam made by the method of the present invention and graphic illustrations of certain mechanical properties thereof; and

FIGS. 6A, B, C and D show certain steps of the process of the present invention.

DESCRIPTION OF THE PREFERRED EMBODIMENTS Referring now to FIG. 1, there is shown in FIG. 1A a simple beam of the length L designated by the numeral 2. This beam is supported on either end by an abutment or the equivalent which provide upward supporting forces labeled R1 and R2 respectively. The beam is subjected to a uniform loading W per foot along its entire length. The total load on the beam is WXL.

lil

As is well explained by the laws of mechanics, the forces WL and R1 and R2 generate vertical shear forces in beam 2. These forces are illustrated in FIG. 1B and are maximum at the ends of the beam and zero at the center of the beam.

As may also be shown by the laws of mechanics, the forces applied to beam 2 generate an external bending moment thereon. This bending moment, illustrated in FIG. 1C, is greatest at the center of the beam and has a maximum magnitude of WL2/ 8.

The external bending moment applied to the beam is opposed by the internal resisting moment. The internal resisting moment of beam 2 consists of compressive and tensile forces generated therein by the load. FIG. 1D is a free body diagram of the left half of beam 2 showing the forces acting thereon. These forces include reaction R1 acting through a length L/2 and the uniform loading which may be considered the equivalent of a concentrated load WL/Z acting through a distance L/4. The resultant of such forces is the above described maximum moment WL2/ 8 which is resisted by the internal moment illustrated by the arrows labeled C, for compression, and T, for tension acting through the distance a.

In a simple beam, such as that indicated by the numeral 2, it may easily be appreciated that the compressive and tensile forces will be greater at the outer edges of the beam and will be equal to zero at some internal point in the beam. The magnitude of the compressive and tensile forces at any point in the beam depends, of course, on the configuration of the beam. However, the general formula is F=MY/I where F is the maximum fiber stress, or force per unit of area, M is the bending moment, Y is the distance from center of gravity of the beam cross section to the fiber under analysis, and I is the moment of inertia of the section of the beam being analyzed. Other formulae may be developed for specific beam configurations. The distribution of these stresses is the double triangle shape shown in FIG. 1E with the compressive stress 5 above the point of zero stress, called the neutral axis, and the tensile stress 4 below the neutral axis. As a general rule, the neutral axis corresponds with the center of gravity of the cross section.

As a concrete beam is unable to satisfactorily withstand the tensile stress indicated by the area 4 in FIG. 1E, an axial compressive load is placed on the beam at least equal to the maximum tensile stress as determined by the above formula. This may be accomplished by extending metal tendons 6 through beam 2 as shown in FIG. 1F and placing a tensile force thereon. The tendons are then afiixed to beam 2 either through a mechanical bond obtained by cementing the metal tendon to the beam with grout or by retaining the tendon in position by metal plates at either end of beam 2. The tensile force of the tendons exerts an equal and opposite force on beam 2 which provides a compressive loading equal to the force exerted by the tendons 6 divided by the cross-sectional area of beam 2. When this compressive loading 7 is combined with the loading of beam 2 produced by the uniform load WXL th result is the inverted triangular stress configuration 8 shown in FIG. 1G. The base of the triangle is formed by the addition of the compressive l stress 7 produced on beam 2 by tendons 6 and the compressive stress 5 produced by the external load. The compressive stress 5 decreases as it approaches the neutral axis as does the sum of the forces in the inverted triangle stress pattern 8. When the internal stress in beam 2 becomes tensile as indicated by 4 in FIG. 1E,- each stress acts to reduce the compressive stress 7 exerted by tendons 6. By applying the correct amount of compressive loading 7 to equal tensile stress 4 at the lower ber of beam 2 the summation of stresses at that point may be made to equal zero. This prevents any tensile loading of the lower concrete fibers of beam 2 under design loads.

FIG. 1G shows graphically the principles of prestressed beams described above. As previously menbeam 2, particularly when the beam is constructed of segments, the application of the compressive force of tendons 6 to resist the external loading is extremely critical. The location of the prestressing tendons is determined at least in part by the cross-sectional configuration of the beam and hence features of the invention relating to that aspect are considered initially.

In the following, the term longitudinal refers to a direction parallel to the tendons and the axis of the beam, even though such direction may be the shorter dimension of the blocks forming bea-m 2. Cross sections are taken perpendicular to the longitudinal direction and the exposed surface, such as that existing at either end of the block, termed a face. In determining the cross sectional configuration of the block, the rough geometric plan is rst ascertained. Rough dimensions may be obtained from such factors as the maximum breadth of block that available machines can handle and the depth to span ratio defined by various buiding, engineering, and construction codes. These factors give the maximum breadth and depth of the block. The specific geometric configuration, such as an enclosed block .with cavities therein or a single or multiple T configuration is determined by the specific use to which the beam will be put.

The minimum cross sectional area of such specific geometric configuration is determined by the maximum unit stress that the concrete can withstand in compression. It will be appreciated that such stresses are determined by the compressive forces applied by the tendons and load divided by the cross sectional area and that there is, therefore, a limit to that area below which maximum compressive stress of the concrete will be exceeded by any given force. Another limiting factor in determining the configuration of the cross section of the block is the minimum thickness of section that can be manufactured. The above factors determine, for example, the size of cavities which may be placed in the block for plumbing, electrical, or air conditioning conduits or the distance between the 4webs in a T or I configuration. Once the basic geometric configuration has been determined, the maximum tensile stress applied to the fibers of the block during loading may be determined by the aforementioned fiber stress formula. Knowing the maximum tensile stress to be encountered, the prestressing force required to be supplied by the tendons may be accurately appraised and the number of tendons required to produce such prestressing force determined. The number of prestressing tendons required depends upon the type of material to be used in the tendons and the cross sectional area of the tendons required to produce the necessary prestressing force without exceeding the proportional limit of a material. Ascertainment of the number of tendons required determines the number of vertical webs required in the cross sectional configuration. The above mentioned rough geometric conguration may have to be altered to include the requisite number of webs. There must be a sufficient number of webs to provide sufiicient vertical cross sectional area to the block to resist the horizontal shearing forces arising therein from the forces of the tendons and the load. In blocks of this sort, there may be one or more tendons located in each vertical web.

As noted, the design of a satisfactory prestressed, concrete beam requires that the beam effectively resist and utilize the above determined prestressing forces applied by the prestressing tendons as well as the load forces applied thereto.

FIGS. 2, 3 and 4 illustrate cross sectional views of concrete blocks 'which may be utilized by the process of the present invention in making a p-restressed segmented beam. Referring to FIG. 2, a block suitable for use as a roof or floor beam 2 in a structure is indicated by the numeral 10. Because of its intended use, the blocks is generally rectangular in cross section. The rectangular dimensions are determined by the factors mentioned above. One vertical edge of block 10 includes a locking tongue 12 while the other vertical edge includes a mating groove 13. This tongue and groove configuration serves to join adjacent blocks when beams 2 constructed therefrom are used in a roof or oor. Block 10 is provided with a center cavity 15 to lighten the block structure and provide for electrical conduits, plumbing pipes, air conditioning vents, or other mechanical appliances. The size of cavity 15 is determined by the minimum cross sectional area required in the block and other previously mentioned factors.

It may be assumed that two tendons 6 are required to provide the necessary characteristics to concrete beam 2. Holes 17 and 19 are thus provided for the insertion of tendons 6 to provide compressive loading to the beam. Holes 17 and 19 are elongated for a purpose hereinatfer mentioned. The vertical location of holes 17 and 19 is such that the holes lie substantially within the zone of tensile forces to be encountered in block 10 with the upper portion of the holes near the horizontal center of gravity or the neutral axis of the block. The tensile zone extends from the neutral axis to the fiber of maximum tensile stress. When block 10 is used in a simply supported beam, as shown in FIG. l, the tensile zone is in the lower portion of block 10. If the block is used in a cantilever beam, the tensile zone would be in the upper portion of the block.

FIG. 3 shows a slightly more complicated structure in which three tendons are employed to provide the necessary prestressing force. It is to be understood that only a single tendon may be used if the magnitude of the prestresssing force required so permits.

FIG. 4 shows the cross section of a concrete block 10" in which the forces applied by the tendons 6 are not equal and in which the cross sectional area of the block has been altered to compensate for such force.

Prevention of horizontal shearing of the concrete blocks near the end of the beam is obtained in part by the positioning of the tendons in the blocks at the ends of the beam and in part by the construction features of the beam assembled from the above described concrete blocks. FIG. 5 shows a beam 2 comprised of a plurality of blocks 10 which may, for example, be one of the configurations shown in FIGS. 2 through 4. FIG. 5 uses the configuration of FIG. 2 for illustrative purposes. The blocks are arranged in lengthwise abutting relation. It is desirable, although not essential, to prepare the abutting surfaces 11 of the blocks by grinding them to insure parallelism. If desired, or required by the specific utilization of the beam, the abutting surfaces 11 may be ground non-parallel, introducing a keystone shape to the blocks and a positive or negative camber to the beam. The spaces between the blocks may also be filled with mortar, building cardboard, or other materials if desired.

As previously mentioned, elongated holes 17 and 19 contain tendons 6. While in present practice tendons 6 are generally cold drawn steel members of various configurations, other materials, such as Fiberglas, may be utilized if desired. The material utilized should have an ultimate tensile strength of approximately 250,000 lbs. per square inch and a proportional limit of about 190,000 lbs. per square inch. Tendons 6 should be stressed to at least 130,000 lbs. per square inch in order toprovide a satisfactory concrete beam.

Tendons 6 are located in the upper portion of elongated holes 17 and 19 in end blocks 21 of beam 2. See FIG. 5B. This places them at or near the horizontal center of gravity, or the neutral axis of the blocks.

In the center of the beam, however, tendons 6 are lo cated in the lower portions of holes 17 and 19. P-ushrods 36 are inserted in beam 2 to defiect or harp7 tendons 6 to the bottom of holes 17 and 19. See FIG. 5C. At least one pushrod 36 is provided for each tendon 6. Pushrods 36, which may also be constructed of steel rods, are

shaped at the lower end to mate with tendons 6. If desired, a hook-shaped rod may be inserted through the bottom of the beam to pull the strand downward. In either instance, the rods may be inserted through holes drilled in the appropriate concrete block. For reasons later explained, such insertion generally occurs at the point of maximum external bending moment along the beam and serves to increase the internal resisting moment of the beam at that point. In standard designs, such holes may be predrilled prior to assembly of beam 2. Rods 36 are fastened in beam 2 by grout or some other bonding agent and secured flush with the surface of the beam. Subsequent to the deliection of tendons 6, holes 17 and 19 are also filled with grout to provide a unitary structure. If desired, rods 36 may be removed after the beam is filled with grout.

Turning for a moment to the stresses existing at the ends of the beam, it will be appreciated that the ends of the beam are the points of zero or minimum bending moment. See FIG. 1C. Therefore, there is no need to arrange the tendons to provide a large internal resisting moment at these points and the tendons may be placed at or near the horizontal center of gravity of concrete blocks 10. By being at or near the horizontal center of gravity, tendons 6 apply a force which stresses the fibers of the beam approximately equally in a vertical direction across the beam. This pattern of stress is similarly shown by the numeral 7 in FIG. 1G or the numeral 38 in FIG. 5D. The application of the force of tendons 6 near the horizontal center of gravity of the end blocks 21 of the beam eliminates horizontal shearing in the end blocks of the beam caused by placing the tendons in the lower portion of the beam to secure a maximum internal resisting moment at other parts of the beam as done in the prior art. Excessive camber of beam 2 from the same cause is also eliminated. Since the force of tendon 6 is equally distributed across the blocks 10 at the ends of the beam, sufficient tensile force may be applied to the tendons, without splitting the blocks, to place beam 2 in a full prestressed condition. However, if desired, beam 2 may be manufactured with less than full prestress in a partially prestressed condition.

Turning now to the stresses existing in the beam other than at the ends thereof, for a simply supported beam, as shown in FIG. 1A, the maximum external bending moment will occur at the center of the beam. See FIG. 1C. Thus, pushrods 36 are inserted in beam 2 in the center thereof to defiect tendon 6 further into the tensile zone of beam 2. For beams other than simply supported beams, pushrods 36 will be inserted at a different place along the beam. If desired, a plurality of such pushrods may be inserted at the point of maximum moment for each portion of the beam. If beam 2 is used in a cantilever structure, in which the tensile zone lies in the upper fibers, tendon 6 would be deflected upward.

FIG. 5D is a graphic illustration of the stresses occuring in the center section of the beam shown in FIG. 5A. The horizontal center of gravity of the concrete is indicated by the line CGC. The center of gravity of the steel tendons 6 is indicated by the line CGS and may be considered the point through which the prestressing forces of tendons 6 are exerted. The center of gravity of tendons 6 is, of course, considerably below that of the center of gravity of the concrete due to the deflection of tendons 6 by pushrods 36. The distance between line CGC and line CGS is generally labeled e in the art.

The compressive stress applied to the center section of beam 2 by tendons `6 is indicated by the numeral 40 in FIG. 5D. This stress may be considered to be comprised of two portions. There is first, the compressive stress 38 which is uniform across the cross section and is equal to the force on beam 2 provided by tendons 6 divided by the cross-sectional arca of the beam. The second component of prestress exerted by tendon 6 is an internal moment in the beam due to the fact that the force provided by tendon 6 is eccentric to the center of gravity of the concrete at the center section of the beam. This causes a compressive stress to appear in the lower fibers of the beam and a tensile stress to appear in the upper fibers. The magnitude of these stresses may be determined by the general formula Fey/l where F is the compressive force, y is the distance of any given fiber from the center of gravity of the concrete and I is the moment of inertia of the section. The summation of compressive stress 38 and the stress due to eccentric prestress is shown by the generally trapizoidal configuration 40 having the greater compressive stress on the bottom `fibers of the beam.

The internal resisting moment of the beam at the center section is provided by the resisting force of the concrete of blocks 10 and the compressive force exerted by tendons 6. The force exerted by the concrete acts through the center of gravity of stress configuration 40. The centroid or center of gravity of this area, labeled CG(c) Stress, is one-third to one-half of a distance from the base of configuration 40 to the apex, depending upon the exact shape of configuration 40. The letter a indicates the distance between CG(c) Stress and CGS or the center of gravity of the steel tendons 6. This distance a provides the lever arm for the internal resisting moment of the beam at this point. It will be noted that distance a is rather small, being less than distance e.

The stresses applied to beam 2 by the external loading of the beam are shown in FIG. 5D by the numeral 41 and are determined by the previously described general formula F=My/l. These stresses, when combined with the stresses illustrated by the configuration 40, provide the summation of all the stresses acting on beam 2 under design load. These stresses are indicated by the configuration 42. As will be noted, this configuration is in the shape of an inverted triangle with the maximum compressive stresses existing on the upper fibers of beam 2 and essentially no stress on the lower fibers of beam 2 due to the prestressing forces provided by tendon 6. While FIG. 5D shows no tensile stress in the lower fibers of beam 2, if desired, a tensile stress may exist therein, not to exceed the modulus of rupture of the concrete. As stress diagram 42 is triangular in shape, its centroid is one-third of the distance from the base of the triangle to the apex. The distance from the center of gravity of tendons 6 to the centroid of stress diagram 42 is again indicated by a.

It will be immediately noted that distance a has substantially increased, thereby increasing the internal resisting moment of the beam. It is also apparent that by placing the center of gravity of the steel, CGS, in the lower portion of the beam, through deflection of tendons 6 by pushrods 36, the internal resisting moment of the beam is maximized at the point of maximum external bending moment. If the center of gravity of the steel was allowed to remain at or near the center of gravity of the concrete at the point of maximum external moment, distance a would be much less and the internal resisting moment of the beam a small fraction of the magnitude shown in FIG. 5D.

In addition to the increased performance of the beam permitted by the increased internal resisting moment, the beam of the structure shown in FIG. 5 permits a substantial increase in design load due to the fact that a larger moment of inertia is attained by this prestressed, segmented concrete beam over those in the prior art. In determining the moment of inertia for concrete beams, only the area of concrete in compression and the area of the steel members may be considered under present design codes. In the prestressed beams of the prior art where a portion of the concrete was placed in tension due to the fact that sufficient prestressing force to overcome this could not be applied to the beam without destroying it, only a portion of the entire cross sectional area of the beam could be used in computing the moment of inertia. In the fully prestressed beam of the present invention, the entire cross sectional area of the beam is in compression under design load and the entire area may thus be used for determining the moment of inertia. It will be understood that for any given design load a reduction of the stresses occuring in the beam will result from the above feature of the present invention.

While FIG. shows tendon 6 deflected by only one pushrod 36, tendon 6 may also be deflected by two pushrods spaced, for example, equidistant from the center of the beam to extend the length of the portion of the length of the beam in which the increased internal resisting moment of the beam exists.

As noted, the manufacture of a prestressed, segmented concrete beam in accordance with the present invention initiates with the design and manufacture of concrete blocks as shown in FIGS. 2, 3, or 4.

In a typical manufacturing process, concrete blocks of the above construction are laid end to end in abutting relation on a flat surface With the holes for the tendons, such as 17 and 19, and cavities, such as 15, in longitudinal alignment. As previously described, the faces of the blocks may be ground parallel for a better fit, or if desired, nonparallel to produce a camber in the beam. The tendons 6 are inserted in the tendon holes in blocks 10 and positioned at or near the horizontal center of gravity of the beam by metal plates 50 at either end thereof.

Metal frames 52 are mounted on plates 50 at either end of the beam and tendons 6 extend through the frames and chucks, or strand vises, 54. Chucks 54 grip tendons 6 during stressing and retain them in that condition during subsequent processing of the beam. At one, or both ends of the beam, tendons 6 extend beyond chucks 54. The jack frame 56 is mounted on plate 56 outside frame 52. lacks 58 are positioned on the end of jack frames 56 and tendons 6 extend therethrough and through jacking chuck 60 mounted on the movable element of the jack. Chucks 60 grip tendons 6 in a manner similar to chucks 54. Jacks 58 may be of either the hydraulic or mechanical type and are mounted so that the movable element moves away from the end of the beam'. As shown in FIG. 6, one jack 58 is provided for each tendon 6, although other mechanical configurations may, of course, be devised. The tendons are then stressed to the extent required by the design load conditions for the beam by applying hydraulic or mechanical force to jacks 58. When tendons 6 have been stressed, they are retained in that state by chucks 54. The hydraulic or mechanical force on jacks 58 may then be released and jacks 58, jacking frames 56, and jacking chucks `60 removed as shown in FIG. 6B.

After the tendons 6 have been stressed, the pushrods 36 are inserted in hole in the beam to deflect the tendons down ward from their position at or near the horizontal center of gravity of concrete blocks 10. The simple C- clam-p arrangement 62, shown in FIG. 6C, illustrates one method of performing this step. The amount of deflection required for any given application is determined by the moment arm needed between the tensile forces provided by tendons 6 and the opposing forces generated in the concrete blocks 10. As previously mentioned, the tensile forces provided by the tendons act along line CGS while the opposing forces of the concrete act along the line CG(c) Stress, in FIG. 5D, and the distance between the two is indicated by a. It will be appreciated that by the amount of deflection provided to the tendon the distance a may be increased or decreased any desired amount. Further, the amount of deflection may be affected by the amount of initial stress of the tendons 6 lost due to deformation of the blocks and creep and plastic flow of the steel it is desired to regain by deflection. It will be easily understood that deflection of the tendon produces an `additional elongation thereto which tends to overcome some or all of the shortening due to the above factors. After the deflection of the tendons by the pushrods, the entire structure is bonded together. This is generally done by inserting grout around pushrods 36 and in holes 17 and 19.

The forces exerted by the pushrods 36 on the concrete block through which they are inserted may be analyzed by first looking at the rods before grouting and then after grouting. In the first instance, there is no vertical component of force on the blocks forming the beam. There is, of course, compressive forces exerted on the block by frames 52 at each end of the beam due to the tensile stresses in the tendons. When a C-clamp, such as 62, or other clamping means, is placed around the plank to hold the pushrods in the deflecting position, a force is exerted on the blocks of the beam at that time. This force is an upward force caused by pushrod 36. After bonding, and removal of the clamping means, an upward force is exerted by the rod on the surrounding bonding agent, such as grout. This transmits an opposing force to the concrete block which is resisted by the compressive force and the coefficient of friction existing at the faces of the block in which the pushrod is inserted. It may be noted, that the upward force on the blocks in which the pushrods 36 are inserted serves to counterbalance the load placed on the beam, thereby relieving some of the stresses which would otherwise be applied to the beam.

After grouting, the prestressing forces are transferred from chucks 54, which retain tendons 6 in the stressed condition, to anchors at each end of the beam. These anchors may be plates, such as 50, to which the tendons are fastened, or may be the tendons themselves. In the latter instance, will be appreciated that if the tendons are severed beyond the end of the beam, there will be no stress thereon at that point; the stress being confined to the portions of the tendon Within the beam. A resulting increase in diameter of the tendons beyond the end of the beam occurs in accordance with Poissons ratio. The increased dimensions of the tendon when wedged in the bonding agent surrounding it in the beam will form an anchor for the tendon, eliminating the need for separate anchor plates. The anchoring by the tendons of themselves takes place over a discrete longitudinal distance called the transfer length.

In the above described anchoring processes the tendons 6 at one end of the beam should be released uniformly and simultaneously so as to avoid destructive forces in the beam. If desired, the tendons 6 may be released at both ends of the beam simultaneously. This may be done by releasing the chucks 54 simultaneously. Another method of transferring the forces to the anchors is subjecting the tendons to increasing temperatures in the area between the end of the beam and chucks 54 until the tendons have lost their strength at the point of heat application and the tensile force has been gradually transferred to the concrete beam through such loss of strength. For example, the tendons 6 may be subjected to heat from heating elements of the electric resistance type, or acetylene or other torches. FIG. 6D shows a heating device having a manifold 64 and one heat distribution pipe 66 for each tendon. The device lmay be inserted in frames 52 during application of the eat.

After the prestressing force has been transferred to anchors at the ends of the beam, frames 52. and chucks S4 may be removed and tendons 6 ground flush with the end of the beam or anchor plates 50. This completes manufacture of the beam.

It may be noted that the above described process is essentially one of providing a post-tensioned concrete beam and then converting that beam to a pretensioned concrete beam. Post-tensioning refers to a manufacturing process in which the prestressing force of the tendons is applied only after the concrete has hardened. Pretensioning, on the other hand, refers to a manufacturing process in which the tendons are prestressed before the concrete has hardened. Therefore, in the above described manufacturing process, the blocks of hardened concrete are initially post-tensioned by stressing the tendons placed in the holes in the blocks after the blocks have been assembled. Subsequent to that, the entire structure is grouted which, when the grout has hardened, creates a mechanical bond to the tensioned members. By transferring the tension from the above described frames and chucks to anchors at the ends of the beam, by means of heating the tendons or some other process, the tension of the tendons is transferred to the concrete so that the end product is the equivalent of a pretensioned structure.

While the foregoing invention has been described in terms of concrete beams, it will be appreciated that its features are equally applicable to beams manufactured from terra cotta, fired clay, einders or blast furnace slag, and pumice.

I claim:

1. A method of making a prestressed, segmented concrete lbeam comprised of a plurality of blocks, each having a pair of faces with at least one vertically elongated longitudinal hole extending through the block, opening at the faces, and capable of receiving a prestressing tendon, said beam being capable of withstanding loading producing vertically adjacent zones of internal tensile and compressive stresses in the blocks, said method comprising the steps of:

arranging the blocks so that the faces are in abutting relation with the longitudinal holes in alignment; inserting at least one tendon longitudinally through the aligned holes;

applying a tensile force to the ends of the tendon to provide a compressive stress in the zone of tensile stress of the blocks;

applying a localized force to the tendon at at least one point intermediate the ends of the tendon to deflect the tendon in the elongated holes from its longitudinal position to increase the internal resisting moment of the beam, the application of the localized force occurring after the application of the force providing the compressive stress; and

aflxing the deflected intermediate portion and the ends of the tensioned tendon to the concrete blocks to transfer the compressive stress to the blocks.

2. The method of making a prestressed, segmented concrete beam of claim 1 wherein the step of axing the tendon to the `blocks comprises the steps of bonding the tendon to the blocks and anchoring said tendon in the bonding material at either end of the beam.

3. The method of making a prestressed, segmented concrete beam of claim 1 including the step of dellecting the tendon by an amount suficient to increase the internal resisting moment of the beam and to recover at least some of the tensile force applied to the tendon lost due to plastic flow, creep, or deformation of the materials.

4. The method of making a prestressed, segmented concrete beam of claim 3 including the step of applying to the tendon suHcient tensile force to produce a compressive stress in the -beam ber under maximum tensile stress under dead load.

5. The method of making a prestresscd segmented concrete beam of claim 1 wherein the blocks have a neutral axis between the vertically adjacent zones of internal tensile and compressive stresses and said vertically elongated longitudinal holes extend from the neutral axis into the zone of tensile stress, said method being further dened as inserting the tendon longitudinally through the aligned holes along the neutral axis and applying a localized force to the tendon at at least one point intermediate the ends of the tendon to deflect the tendon into the zone of tensile stress. i

6. The method of making a prestressed, segmented concrete beam of claim 1 including the step of applying the localized force to the tendon at a plurality of points intermediate the ends thereof.

7. The method of making a prestressed, segmented concrete beam of claim 1 including the step of applying the localized force to the tendon intermediate the ends thereof at the point of maximum external bending moment of the beam.

References Cited UNITED STATES PATENTS 9,172 10/1835 Witty 52-226 2,101,538 12/1937 Faber 52-227 2,413,990 1/ 1947 Muntz. 2,776,471 1/ 1957 Dobell 29-452 3,172,932 3/ 1965 Vander Heyden 52-227X 3,283,457 11/1966 Hart 52-227X CHARLIE T. MOON, Primary Examiner

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