CN102495094A - Online calculation method of enthalpy-entropy values of water and water vapor - Google Patents

Online calculation method of enthalpy-entropy values of water and water vapor Download PDF

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CN102495094A
CN102495094A CN2011104256244A CN201110425624A CN102495094A CN 102495094 A CN102495094 A CN 102495094A CN 2011104256244 A CN2011104256244 A CN 2011104256244A CN 201110425624 A CN201110425624 A CN 201110425624A CN 102495094 A CN102495094 A CN 102495094A
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water
water vapor
temperature
steam
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方彦军
韩玲
李昕
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Wuhan University WHU
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Abstract

The invention discloses an online calculation method of enthalpy-entropy values of water and water vapor. Based on an industrial calculation model IAPWS-IF97 formula and a Symphony system of the water and the water vapor, the method comprises the following steps of: firstly, measuring temperatures and pressures of the water and the water vapor by a sensor in real time and judging areas corresponding to the water and the water vapor according to the temperatures and the pressures; and then calculating the enthalpy-entropy values of the water and the water vapor according to the formulas of the corresponding areas of the water and the water vapor. According to the method provided by the invention, the enthalpy-entropy values of the water and the water vapor can be calculated in real time; and meanwhile, the method further has the advantages of high precision, less calculation time consumption, wide applicable range and the like. The method provided by the invention can be used for monitoring a production process, in which the water and the water vapor are utilized as working media, in real time.

Description

Online calculation method for enthalpy entropy values of water and water vapor
Technical Field
The invention belongs to a calculation method of thermodynamic coefficients, and particularly relates to an online calculation method of enthalpy entropy values of water and water vapor.
Background
The water vapor is the earliest working medium applied to indirect utilization of heat energy by human beings. The vapor is close to the liquid, the acting force between the microscopic particles is large, the molecules occupy a considerable volume, and the gas-liquid state is changed in the working process. Therefore, vapor cannot be treated as an ideal gas, its physical properties are much more complex than those of an ideal gas, and its equation of state, thermodynamic performance, enthalpy, and entropy are not as simple as those of an ideal gas. The engineering calculation of the vapor is generally to directly find a vapor thermodynamic property chart compiled for the engineering calculation or to call a vapor thermodynamic property subroutine by electric calculation, and the calculation and analysis of the thermodynamic process can only be carried out according to a basic law of thermodynamics and the thermodynamic property chart.
In the current engineering calculation of steam, theAnd there are generally two methods to calculate the entropy of water and steam enthalpies. The first is directly obtained by inquiring through an enthalpy entropy diagram of water and water vapor. Entropy diagram, also known ash-sThe figure is a water vapor line diagram which is widely used in heat engineering and takes enthalpy as an ordinate and entropy as an abscissa. The method can accurately inquire the thermodynamic parameters of water and steam, but can only be applied to simple calculation of the thermotechnical process due to the limitation of operation.
The second method is to calculate the thermal physical properties of water and steam and compile the calculation software. Knowing 1 or 2 thermodynamic parameter values (such as pressure and temperature) of saturated water, saturated steam and superheated steam, parameter values such as enthalpy value, entropy value, specific volume, specific heat, prandtl number and the like can be inquired immediately. When the method is used, firstly, software for calculating the thermophysical properties of water and steam is required to be installed on a PC, and the thermodynamic parameters of the working medium are required to be manually input when the method is used. The method has the limitations that the accuracy of the calculation result depends on the selection of software, and the process is complicated and poor in operability.
The two methods for calculating the enthalpy entropy values of water and steam are only obtained manually according to the existing off-line data, or obtained by manually inputting water and steam measurement parameters in a computer application program, but cannot be obtained on line, so that the enthalpy entropy values of water and steam cannot be obtained in real time. In actual industrial production, for a production process using water and water vapor as working media, such as embedded thermal power plant unit online performance monitoring based on Symphony, an offline water and water vapor enthalpy entropy determination method cannot obtain required thermodynamic parameters in real time, so that online performance calculation of the whole unit cannot be completed.
Disclosure of Invention
Aiming at the existing problems, the invention provides the online calculation method of the water and water vapor enthalpy entropy values, which can realize real-time calculation of the water and water vapor enthalpy entropy values and has the characteristics of high precision, less calculation time consumption and wide application range.
In order to solve the technical problems, the invention adopts the following technical scheme:
an online calculation method for enthalpy entropy values of water and water vapor comprises the following steps:
s1, acquiring on-line water and water vapor thermodynamic parameters: temperature ofTAnd pressurePIf the obtained temperatures of the on-line water and the water vapor are equalTConverting the temperature into the temperature of Kelvin when the temperature is centigrade;
s2, if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 2011104256244100002DEST_PATH_IMAGE001
Then go to step S3; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 97635DEST_PATH_IMAGE002
Then go to step S4; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 2011104256244100002DEST_PATH_IMAGE003
Then go to step S6; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditionsThen go to step S8;
s3 temperatures of water and steam obtained according to step S1TFinding the saturation pressure on the saturation lineP12, comparing the water and the water vapor pressure obtained in the step S1PAndP12, ifP>P12, executing step S5; otherwise, executing step S6;
s4 temperatures of water and steam obtained according to step S1TSolving for boundary pressure by using equation B23P23, ratioThe pressure of the water and the steam obtained in the step S1 is comparedPAndP23, ifP>P23, go to step S7; otherwise, executing step S6;
s5, water and steam are in zone 1, the water and steam temperature obtained according to step S1TAnd pressureP、And the formula of the region 1 calculates and outputs the enthalpy entropy values of water and water vapor on line;
s6, water and steam in zone 2, water and steam temperature from step S1TAnd pressureP、And the formula of the region 2 calculates and outputs the enthalpy entropy values of water and steam on line;
s7, water and steam in zone 3, water and steam temperature from step S1TAnd density
Figure 2011104256244100002DEST_PATH_IMAGE005
And the formula of the region 3 calculates and outputs the enthalpy entropy values of water and water vapor on line;
s8, water and steam in zone 5, water and steam temperature from step S1TAnd pressureP、And the formula of the area 5 calculates the enthalpy entropy values of water and water vapor on line and outputs the values.
Water and steam thermodynamic parameter temperature in step S1TAnd pressurePCollected by a sensor.
The hardware platform applicable to the method is a DCS product Symphony System of ABB company, software is directly loaded in a special controller BRC300 of the Symphony System, and communication between the BRC300 and DCS (Distributed Control System) ring network data is realized.
Compared with the prior art, the invention has the following advantages and positive effects:
the method can realize real-time calculation of the enthalpy entropy values of water and steam, and has the advantages of high precision, less calculation time consumption, wide application range and the like. The method can be used for monitoring the production process taking water and steam as working media in real time, for example, the method can be used for monitoring the online performance of a thermal power plant unit.
Drawings
FIG. 1 is a flow chart of the method of the present invention.
Detailed Description
The method is based on an industrial calculation model IAPWS-IF97 formula and a Symphony system of water and water vapor, firstly, the temperature and the pressure of the water and the water vapor are measured in real time through a sensor, areas corresponding to the water and the water vapor are judged according to the numerical values of the temperature and the pressure, then, the enthalpy entropy value of the water and the water vapor is calculated according to the area formula corresponding to the water and the water vapor, and the calculation result can be used for on-line monitoring of the performance of a unit of a thermal power plant.
The hardware platform applicable to the method is a DCS product Symphony System of ABB company, software is directly loaded in a special controller BRC300 of the Symphony System, and communication between the BRC300 and DCS (Distributed Control System) ring network data is realized.
The method of the present invention will be further described with reference to the accompanying drawings and specific embodiments.
The invention provides a method for calculating the enthalpy entropy values of water and water vapor on line, which comprises the following specific steps:
s1, acquiring on-line water and water vapor thermodynamic parameters: temperature ofTAnd pressurePIf the obtained temperatures of the on-line water and the water vapor are equalTIn degrees celsius, it is converted to kelvin.
Water and steam thermodynamic parameter temperatureTAnd pressurePThe temperature of water and vapor can be respectively collected by a WZP integrated temperature sensor and an HDP503 pressure sensor in the specific implementationTAnd pressureP. Collected temperatureTGenerally, the temperature is centigrade, and the corresponding kelvin temperature is also required to be converted, that is, 273.5 is added to the value of the centigrade, namely, the kelvin temperature is obtained.
S2, if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 793288DEST_PATH_IMAGE001
Then go to step S3; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 912553DEST_PATH_IMAGE002
Then go to step S4; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 413811DEST_PATH_IMAGE003
Then go to step S6; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 375950DEST_PATH_IMAGE004
Then step S8 is executed.
S3 temperatures of water and steam obtained according to step S1TFinding the saturation pressure on the saturation lineP12, comparing the water and the water vapor pressure obtained in the step S1PAndP12, ifP>P12, executing step S5; otherwise, step S6 is executed.
Saturation pressureP12 is obtained by the formula
Figure 755110DEST_PATH_IMAGE006
Wherein,
Figure 430680DEST_PATH_IMAGE008
Figure 853571DEST_PATH_IMAGE010
n 1n 10the coefficient is obtained by referring to an IAPWS-IF97 formula for specific values, wherein the IAPWS-IF97 formula is an international general industrial water and water vapor thermal property calculation formula, and the formula is IAPWS-IF 97:n 1= 0.11670521452767×104
n 2= - 0.724213 16703206×106n 3= - 0.17073846940092×102n 4=0.12020824702470×105
n 5= - 0.323 255503223×107n 6=0.14915108613530×102n 7= - 0.48232657361591×104n 8=0.40511340542057×106n 9= - 0.23855557567849,n 10= 0.65017534844798×103
Tthe temperature of the water and the water vapor obtained in step S1;
Figure 2011104256244100002DEST_PATH_IMAGE011
and
Figure 116056DEST_PATH_IMAGE012
respectively a pressure coefficient and a temperature coefficient,
Figure 2011104256244100002DEST_PATH_IMAGE013
Figure 797442DEST_PATH_IMAGE014
s4 temperatures of water and steam obtained according to step S1TSolving for boundary pressure by using equation B23P23, comparing the water and the water vapor pressure obtained in the step S1PAndP23, ifP>P23, go to step S7; otherwise, step S6 is executed.
According to the formula
Figure 2011104256244100002DEST_PATH_IMAGE015
Figure 563404DEST_PATH_IMAGE016
And
Figure 2011104256244100002DEST_PATH_IMAGE017
the B23 equation can be derived:
Figure 422776DEST_PATH_IMAGE018
the boundary pressure is obtained from the B23 equationP23;
Wherein,
Figure 2011104256244100002DEST_PATH_IMAGE019
and
Figure 360774DEST_PATH_IMAGE020
the parameters are self-defined and are used for intermediate calculation;
Tthe temperature of the water and the water vapor obtained in step S1;
Figure 596583DEST_PATH_IMAGE011
and
Figure 607265DEST_PATH_IMAGE012
respectively a pressure coefficient and a temperature coefficient,
Figure 484402DEST_PATH_IMAGE014
n 3n 5the specific value of the coefficient refers to an IAPWS-IF97 formula, and can be obtained through the IAPWS-IF97 formula:n 3=0.10192970039326×10-2n 4=0.57254459862746×103n 5=0.13918839778870×102
s5, water and water vapor are in area 1, area 1 is a normal water area, and the water and water vapor temperature is obtained according to the step S1TAnd pressureP、And the formula of the region 1 calculates the enthalpy entropy values of water and water vapor on line and outputs the values.
Region 1 is formulated as a free enthalpy equation
Figure 258323DEST_PATH_IMAGE022
Entropy values for water and water vapor enthalpies in region 1, where:
Figure 497412DEST_PATH_IMAGE020
and
Figure 2011104256244100002DEST_PATH_IMAGE023
in order to self-define the parameters,
Figure 2011104256244100002DEST_PATH_IMAGE025
Figure 95064DEST_PATH_IMAGE011
and
Figure 656364DEST_PATH_IMAGE012
respectively a pressure coefficient and a temperature coefficient,
Figure 703954DEST_PATH_IMAGE026
Figure 2011104256244100002DEST_PATH_IMAGE027
TandPthe temperature and pressure of the water and the water vapor obtained in step S1, respectively;
Ris a natural index;
coefficient of performancen iIndex ofI i AndJ i the specific values of (A) are all referred to an IAPWS-IF97 formula.
S6, water and water vapor are in region 2, region 2 is the superheated vapor region, and the water and water vapor temperature obtained in step S1TAnd pressureP、And the area 2 formula calculates and outputs the enthalpy entropy values of water and water vapor on line.
The formula of the region 2 is a dimensionless ratio free enthalpy equation
Figure 889079DEST_PATH_IMAGE028
Figure 271388DEST_PATH_IMAGE022
Entropy values for water and water vapor enthalpies in region 2, where:
expressing a dimensionless free enthalpy function for the ideal gas portion;
Figure 324795DEST_PATH_IMAGE030
the remainder;
Figure 226891DEST_PATH_IMAGE020
and
Figure 707551DEST_PATH_IMAGE023
in order to self-define the parameters,
Figure 670139DEST_PATH_IMAGE025
Figure 426743DEST_PATH_IMAGE011
andrespectively a pressure coefficient and a temperature coefficient,
Figure 441064DEST_PATH_IMAGE013
Figure 2011104256244100002DEST_PATH_IMAGE031
Ris a natural index;
TandPthe temperature and pressure of the water and the water vapor obtained in step S1, respectively;
coefficient of performancen iIndex ofI i AndJ i the specific values of (A) are all referred to an IAPWS-IF97 formula.
S7, water and water vapor are in region 3, wherein region 3 is critical water region and saturated region, obtained according to step S1Water and steam temperatureTAnd density
Figure 898590DEST_PATH_IMAGE005
And the formula of the region 3 calculates the enthalpy entropy values of water and water vapor on line and outputs the values.
The region 3 formula is based onHelmholtz(Helmholtz) free energyfThe formula is suitable for a metastable state gas-liquid two-phase region, and the formula in the region 3 is
Figure 260433DEST_PATH_IMAGE032
Figure 2011104256244100002DEST_PATH_IMAGE033
Entropy values for water and water vapor enthalpies in region 3, where:
Figure 410791DEST_PATH_IMAGE034
and
Figure 677825DEST_PATH_IMAGE023
in order to self-define the parameters,
Figure 2011104256244100002DEST_PATH_IMAGE035
Figure 250626DEST_PATH_IMAGE025
Figure 653926DEST_PATH_IMAGE036
andrespectively a density coefficient and a temperature coefficient,
Figure 2011104256244100002DEST_PATH_IMAGE037
Figure 542564DEST_PATH_IMAGE038
Tthe temperature of the water and the water vapor obtained in step S1;
Figure 279576DEST_PATH_IMAGE005
density of water and water vapor, an empirical value given empirically by an operator;
Ris a natural index;
coefficient of performancen 1Index ofI i AndJ i the specific values of (A) are all referred to an IAPWS-IF97 formula.
S8, water and water vapor are in zone 5, zone 5 is a new increased high temperature zone, and the water and water vapor temperature obtained according to step S1TAnd pressureP、And the formula of the area 5 calculates the enthalpy entropy values of water and water vapor on line and outputs the values.
The region 5 formula is based onGibbs (Gibbs) free energygIs applied to non-dissociated water, and the region 5 is represented by
Figure 2011104256244100002DEST_PATH_IMAGE039
Figure 114546DEST_PATH_IMAGE040
Entropy values for water and water vapor enthalpies in region 5, where:
Figure 2011104256244100002DEST_PATH_IMAGE041
representing the enthalpy entropy value of the ideal gas portion;
Figure 606707DEST_PATH_IMAGE042
the remainder;
and
Figure 936505DEST_PATH_IMAGE023
in order to self-define the parameters,
Figure 642293DEST_PATH_IMAGE024
Figure 977460DEST_PATH_IMAGE025
Figure 17966DEST_PATH_IMAGE011
and
Figure 96780DEST_PATH_IMAGE012
respectively a pressure coefficient and a temperature coefficient,
Figure 657074DEST_PATH_IMAGE013
Figure 2011104256244100002DEST_PATH_IMAGE043
Ris a natural index;
TandPthe temperature and pressure of the water and the water vapor obtained in step S1, respectively;
coefficient of performancen iIndex ofI i AndJ i the fitting values of (a) are specifically referred to the IAPWS-IF97 formula. The formula is obtained through IAPWS-IF 97:J 1 0=0,J 2 0=1,J 3 0= -3,J 4 0= -2,J 5 0= -1,J 6 0=2;n 1 0= - 0.13179983674201×102n 2 0= 0. 685 40841634434×101n 3 0= - 0. 24805148933466×10-1n 4 0= 0. 36901534980333,n 5 0= - 0. 311613 18213925×10,n 6 0= - 0. 32961626538917。
the invention can realize the online calculation of the water and water vapor enthalpy entropy values and the online output, and the output result can be directly used for industrial production control or used as the basis of other online parameter calculation.

Claims (2)

1. An online calculation method for enthalpy entropy values of water and water vapor is characterized by comprising the following steps:
s1, acquiring on-line water and water vapor thermodynamic parameters: temperature ofTAnd pressurePIf the obtained temperatures of the on-line water and the water vapor are equalTConverting the temperature into the temperature of Kelvin when the temperature is centigrade;
s2, if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditionsThen go to step S3; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 673235DEST_PATH_IMAGE002
Then go to step S4; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditionsThen go to step S6; if the temperature of the water and the water vapor obtained in the step S1TSatisfies the conditions
Figure 547781DEST_PATH_IMAGE004
Then go to step S8;
s3 temperatures of water and steam obtained according to step S1TFinding the saturation pressure on the saturation lineP12, comparing the water and the water vapor pressure obtained in the step S1PAndP12, ifP>P12, executing step S5; otherwise, executing step S6;
s4 temperatures of water and steam obtained according to step S1TSolving for boundary pressure by using equation B23P23, comparing the water and the water vapor pressure obtained in the step S1PAndP23, ifP>P23, go to step S7; otherwise, executing step S6;
s5, water and steam are in zone 1, the water and steam temperature obtained according to step S1TAnd pressureP、And the formula of the region 1 calculates and outputs the enthalpy entropy values of water and water vapor on line;
s6, water and steam in zone 2, water and steam temperature from step S1TAnd pressureP、And the formula of the region 2 calculates and outputs the enthalpy entropy values of water and steam on line;
s7, water and steam in zone 3, water and steam temperature from step S1TAnd density
Figure 2011104256244100001DEST_PATH_IMAGE005
And the formula of the region 3 calculates and outputs the enthalpy entropy values of water and water vapor on line;
s8, water and steam in zone 5, water and steam temperature from step S1TAnd pressureP、And the formula of the area 5 calculates the enthalpy entropy values of water and water vapor on line and outputs the values.
2. The method of on-line calculation of water and water vapor enthalpy entropy values of claim 1, characterized by:
water and steam thermodynamic parameter temperature in step S1TAnd pressurePCollected by a sensor.
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Cited By (10)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN102722658A (en) * 2012-06-19 2012-10-10 山西太钢不锈钢股份有限公司 Method for querying state parameters of water and steam
CN103559918A (en) * 2013-10-25 2014-02-05 北京广利核系统工程有限公司 Method for calculating heat power of pressurized water reactor in nuclear power station
CN103616094A (en) * 2013-12-09 2014-03-05 中国科学院新疆理化技术研究所 Method for measuring adsorption enthalpy of gas on surface of sensitive material
RU2544365C2 (en) * 2013-05-06 2015-03-20 ООО "Оренбургская промышленная лаборатория" Device for heat exchanger operation parameter measurement
CN106021837A (en) * 2015-12-21 2016-10-12 河北省电力建设调整试验所 Water and water vapor phase state determination algorithm based on virtual instrument
RU2621569C1 (en) * 2016-04-18 2017-06-06 Александр Павлович Пославский Device for measuring heat flow of heat exchangers
CN111079070A (en) * 2019-12-18 2020-04-28 新奥数能科技有限公司 Thermodynamic parameter analysis method and device
CN111523205A (en) * 2020-04-02 2020-08-11 新奥数能科技有限公司 Specific enthalpy determination method and device for superheated steam
CN114997573A (en) * 2022-04-25 2022-09-02 河北华电石家庄热电有限公司 Performance online evaluation method and system of gas-steam combined cycle thermoelectric unit
CN117029910A (en) * 2023-07-26 2023-11-10 秦皇岛秦热发电有限责任公司 Enthalpy exergy monitoring device for thermodynamic system

Non-Patent Citations (2)

* Cited by examiner, † Cited by third party
Title
方彦军 等: "基于Symphony DCS Composer组态语言与C语言联合编程的在线性能计算", 《热力发电》 *
赵洪滨 等: "水和水蒸汽热力性质计算IAPWS-IF97的程序化", 《应用科技》 *

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CN102722658A (en) * 2012-06-19 2012-10-10 山西太钢不锈钢股份有限公司 Method for querying state parameters of water and steam
RU2544365C2 (en) * 2013-05-06 2015-03-20 ООО "Оренбургская промышленная лаборатория" Device for heat exchanger operation parameter measurement
CN103559918A (en) * 2013-10-25 2014-02-05 北京广利核系统工程有限公司 Method for calculating heat power of pressurized water reactor in nuclear power station
CN103559918B (en) * 2013-10-25 2016-08-17 北京广利核系统工程有限公司 A kind of PWR of Nuclear Power Station thermal power computational methods
CN103616094A (en) * 2013-12-09 2014-03-05 中国科学院新疆理化技术研究所 Method for measuring adsorption enthalpy of gas on surface of sensitive material
CN103616094B (en) * 2013-12-09 2015-12-30 中国科学院新疆理化技术研究所 A kind of measurement gas is in the method for sensitive material adsorption enthalpy
CN106021837A (en) * 2015-12-21 2016-10-12 河北省电力建设调整试验所 Water and water vapor phase state determination algorithm based on virtual instrument
RU2621569C1 (en) * 2016-04-18 2017-06-06 Александр Павлович Пославский Device for measuring heat flow of heat exchangers
CN111079070A (en) * 2019-12-18 2020-04-28 新奥数能科技有限公司 Thermodynamic parameter analysis method and device
CN111079070B (en) * 2019-12-18 2023-11-03 新奥数能科技有限公司 Thermal parameter analysis method and device
CN111523205A (en) * 2020-04-02 2020-08-11 新奥数能科技有限公司 Specific enthalpy determination method and device for superheated steam
CN111523205B (en) * 2020-04-02 2023-05-12 新奥数能科技有限公司 Specific enthalpy determining method and device for superheated steam
CN114997573A (en) * 2022-04-25 2022-09-02 河北华电石家庄热电有限公司 Performance online evaluation method and system of gas-steam combined cycle thermoelectric unit
CN117029910A (en) * 2023-07-26 2023-11-10 秦皇岛秦热发电有限责任公司 Enthalpy exergy monitoring device for thermodynamic system

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Application publication date: 20120613