1) endoreversible four-temperature-level absorption heat transformer
四温位吸收式热变换器
1.
Optimal analysis on thermoeconomic of endoreversible four-temperature-level absorption heat transformer;
内可逆四温位吸收式热变换器的热经济性能优化分析
2) four-heat-reservoir heat-transformer cycle
四热源吸收式热变换器
3) absorption heat transformer
吸收式热变换器
1.
The principle and thermodynamic cycle of the absorption heat transformer used for upgrading low grade industrial waste heat are introduced.
介绍了提升工业废热温位的吸收式热变换器的工作原理 ,工质的热力循环过程。
2.
Considering synthetically the heat resistance hetween working fluid and the heat reservoir,the heat leakage be- tween the heat reservoir and the environment,and the irreversibility of the internal cycle,the thermodynamic model of four-temperature-level irreversible absorption heat transformer with finite heat capacities of heat reservoirs was set up in this paper.
建立了热源热容量有限时,综合考虑传热热阻、热源与环境的热漏以及循环内不可逆性时的实际四温位不可逆吸收式热变换器循环模型,导出了泵热率和泵热系数的一般特性关系;利用单效溴化锂吸收式热变换器机组的工程数值计算方法,与热力学模型预测结果进行了对比分析,佐证了所建立的热力学模型及导出的特性关系的正确性;并探讨了不同工况时的循环性能,以及通过减小循环内不可逆性、热源热漏和对换热器总传热面积进行优化分配后循环性能可能提高的幅度。
3.
The test results of the first industrial scale absorption heat transformer (AHT) equipment in China were reported,recovering the waste heat released from mixture of steam and organic vapor at 98℃ in coacervation section of the synthetic rubber plant.
针对工业化吸收式热变换器装置 ,分析了各单元组件的传热特性系统的性能系数和技术经济指标。
4) double absorption heat transformers
双吸收式热变换器
1.
Exergy analysis of double absorption heat transformers with a new solution cycle;
具有新的溶液循环双吸收式热变换器火用分析
5) absorption heat transformer cycle
吸收式热变换器循环
1.
On the basis of an endoreversible absorption heat transformer cycle, an irreversible four-heat-reservoir cycle model is built by taking account the heat resistance, heat leak and irreversibilities due to the internal dissipation of the working fluid.
在恒温内可逆四热源吸收式热变换器循环模型的基础上,建立了线性(牛顿)传热定律下考虑泵热空间向环境的热漏、工质的内部牦散以及工质与外部热源间的热阻损失的不可逆四热源吸收式热变换器循环模型。
6) Double absorption heat transformer (DAHT)
双吸收式热变换器(DAHT)
补充资料：位似变换
位似变换
honwdKty
位似变换你抓州触匆;rOMOTeT“】，亦称考谬担似挛攀 E成交空间关于一确定点口的一个变换，它把每个点M依照如下规则一一地对应于直线OM上的点M，: OM广=kOM，其中k是一不等于零的常数，称为位似比(homothety班山).点O称为位似变换中心(centi℃ofthehon幻-血勿).如果k>0，那么点M和M，在同一射线上;如果k
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条