ASHRAE OR-10-055-2010 Organic Rankine Cycle Working Fluid Considerations for Waste Heat to Power Applications《电力余热用有机兰金循环工作流体注意事项》.pdf
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1、2010 ASHRAE 525ABSTRACTThis paper describes the results of an analysis of theopportunity for industrial waste heat to power in the UnitedStates using the organic Rankine cycle. The EPA NationalEmissions Inventory databases are used to quantify the avail-able heat content and temperature of the sourc
2、es. By frequency,the majority of waste heat sources are at temperatures below450F (232C) however, more than half of the total opportunityfor waste heat to power comes from sources with exhaust gastemperature between 500F and 1000F (260 and 538C).While these temperatures are not high enough to make s
3、teambased generation attractive they are high enough that workingfluid decomposition must be considered in the opportunityanalysis. For sources under 1000F (538C) including thelimitations of working fluid decomposition brings the techni-cally recoverable power from 44 to 32 GW. Total opportunity,inc
4、luding all sources over 300F (149C) is estimated to be 51GW. In addition to opportunity analysis the kinetics of workingfluid decomposition are discussed and calculated for severalwidely used fluids as a function of temperature.INTRODUCTIONLawrence Berkeley National Laboratory (LBNL) pre-dicts there
5、 is 100 GW of waste heat to electric power potentialin the United States (Baily and Worrell 2005). This figure rep-resents over 10% of the current installed capacity of electricgenerators in the country. This potential presents an opportu-nity to produce low cost, virtually zero emissions, local gen
6、-eration to assist in meeting power quality needs and pendingclean energy regulations such as Renewable Portfolio Stan-dards.In many cases industrial process heat is discharged to theatmosphere still containing 60+% of the heat from thecombustion process. Unless there is an opportunity for use ofthi
7、s heat at the industrial site, it is almost certainly wasted.However, conversion of the waste heat to electricity providesenergy that can be used either at the site, or it can be econom-ically transported over long distances to another customer. Aslong ago as 1979, studies investigated technology ca
8、pable oftransforming waste heat into electricity (General Electric1979). With increases in fuel and electricity prices, theeconomic case for harvesting this wasted energy has becomeeven more compelling.Industrial heat sources vary widely with respect to size,exhaust temperature, primary fuel source,
9、 duty cycle, and con-taminant content. Depending on the relative influence of thesefactors, different technologies may be more appropriate thanothers for converting the heat to power. Rankine cycle powergeneration is a well known technology and, with steam as aworking fluid, is the basis for the vas
10、t majority of power gen-eration worldwide. It remains the premier choice for powergeneration for waste heat to electric power conversion in manyhigh temperature applications. Because of the thermal stabil-ity of steam it can be used in cases where the source temper-atures are very high without fear
11、of thermal decomposition.However, because of turbine size, vacuum conditions in thecondenser, and the need to avoid condensation in the turbine,steam is most appropriate for the largest sources of high tem-perature waste heat. Also, because of design considerationswith small molecular weight working
12、 fluids, steam turbinesgenerally have lower efficiency than organic working fluidturbines for sizes below several megawatts (Table 1 afterAbbin and Leuenberger 1974). For waste heat sources belowOrganic Rankine Cycle Working Fluid Considerations for Waste Heat to Power ApplicationsDavid J. Schroeder
13、, PhD Neil Leslie, PEMember ASHRAEDavid Schroeder is assistant professor in the Department of Engineering Technology, Northern Illinois University, Dekalb, IL. Neil Leslie isR Paul and Marek1934; Morgan et al. 1935; Frey and Hepp 1933; Pease 1928).More recent measurements were taken in the temperatu
14、rerange of interest but were not performed over a range oftemperatures (Andersen and Bruno 2005). The results of thesestudies have been re-plotted in Figure 3. Reaction rateconstants as a function of temperature were determined usingthe Arrhenius equation:k = AeEa/RT(1)wherek = reaction rate constan
15、t in s-1A = pre-exponential constantEa= activation energyR = gas constantT = temperature in absolute unitsThe rate of decomposition may then be determined by:Figure 1 T-s diagram for several working fluids.Figure 2 T-s behavior of the linear alkanes and toluene.Note that critical point increases wit
16、h chain length. 2010, American Society of Heating, Refrigerating and Air-Conditioning Engineers, Inc. (www.ashrae.org). Published in ASHRAE Transactions 2010, Vol. 116, Part 1. For personal use only. Additional reproduction, distribution, or transmission in either print or digital form is not permit
17、ted without ASHRAEs prior written permission. 528 ASHRAE Transactions(2)wherer = decomposition rateC = concentration of the working fluidt = timeThe amount of working fluid remaining is then given by:C = C0ekt(3)where C0is the initial concentration of the working fluid.The early temperature dependen
18、t studies cited here haveconcluded that the decomposition mechanism is a simplefirst-order decomposition reaction for all molecules studied.While there may be other, faster, processes that dominate de-composition at lower temperatures first order decompositionshould provide a lower bound of the deco
19、mposition rate. Ex-trapolating the results into a lower temperature regime allowsan estimate of decomposition rate at the temperatures of in-terest for ORCs.There are several trends of interest from Figure 3. First,smaller molecules decompose more slowly than larger ones.This is expected assuming en
20、tropy is the driving force for firstorder thermal decomposition. Branched molecules decom-pose more rapidly than straight chains, and ring structures,particularly benzene, are more stable than linear chains. Thisis also expected because of the added stability introduced bycarbons resonant structures
21、. Finally, when similar moleculeswere tested at lower temperatures, their stability was signifi-cantly worse than predicted by high temperature data extrap-olation. This may indicate that some mechanism other thanthermally activated first order decomposition becomes domi-nant at lower temperatures.
22、One possibility is that the surfaceof the reaction vessel catalyzes the decomposition at lowtemperatures.In Figure 3, k is the reaction rate constant, the dashedvertical line near 1000F is the low temperature bound of theearly temperature dependent studies, and the horizontaldashed lines represent t
23、he threshold for the rate constant where1% of the fluid decays in the time period indicated. These canbe used as a guide to estimate the maximum allowable work-ing fluid temperature for a given fluid decomposition toler-ance. However, the lack of data in the temperature range ofinterest for technolo
24、gically important working fluids is aconcern that needs to be addressed by the research community.Figure 3 Decomposition rate constant for various hydrocarbon fluids. Lines represent calculated values based on earlierwork done over 1000F individual data points represent more recent lower temperature
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