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'Lost Available IMEP': A Second-Law-Based Performance Parameter for IC Engines

机译:'丢失IMEP':IC发动机的基于第二律的性能参数

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The second law of thermodynamics is a powerful tool for investigating thermodynamic irreversibilities and to identify pathways for improving efficiencies of energy systems, including IC engines. In the present work, second law analysis is applied to quantify irreversibilities in diesel-ignited natural gas dual fuel low temperature combustion (LTC), which utilizes diesel to ignite natural gas to simultaneously reduce emissions of oxides of nitrogen and particulate matter. A previously validated multi zone thermodynamic model of dual fuel LTC was used as the basic framework to perform the second law analysis. The multi-zone model, which simulates closed cycle processes between intake valve closure (IVC) and exhaust valve opening (EVO), divides the cylinder contents into four main zones: (ⅰ) an unburned zone containing a premixed natural gas-air mixture, (ⅱ) a pilot fuel zone (or 'packets') containing diesel vapor and entrained natural gas-air mixture, (ⅲ) a flame zone, and (ⅳ) a burned zone. By applying the second law systematically to each zone, the total entropy generated over the closed cycle (S_(gen)) and the lost available work (W_(lost) = T_0*S_(gen)) were quantified. Subsequently, the lost available work was divided by the displaced volume to calculate a new engine performance parameter labeled 'lost available indicated mean effective pressure' (LAIMEP). Proceeding analogously from the definition of indicated mean effective pressure (IMEP) as an engine-size-normalized measure of indicated work, the LAIMEP may be interpreted as an engine-size-normalized measure of available work that is lost due to thermodynamic irreversibilities. Since LAIMEP is independent of engine size, it can be used to compare thermodynamic irreversibilities between engines of various displaced volumes as well as between different engine combustion strategies. Two additional second-law-based parameters: fuel conversion irreversibility (FCI) as the ratio of W_(lost) to total fuel chemical energy input and normalized LAIMEP as the ratio of LAIMEP to IMEP, were also defined. Parametric studies were performed at different diesel injection timings (SOI ~ 300-340 CAD), intake temperatures (T_(in) ~ 50°-150°C), and intake boost pressures (P_(in) ~ 1-2.4 bar) to characterize their impact on LAIMEP and FCI. It was determined that both LAIMEP and FCI increased with SOI advancement (from 340 to 300 CAD) and decreased with increasing T_(in) and P_(in). These trends were explained using predicted combustion parameters, especially burned mass fraction and average in-cylinder temperature at EVO. While the present work focused on diesel-natural gas dual fuel LTC (as an example), the overall methodology adopted for the second law analysis as well as the conceptual definitions of LAIMEP, FCI, etc., are generally applicable to any IC engine operating on any combustion strategy (e.g., SI, CI, LTC, etc.).
机译:第二种热力学定律是一种强大的工具,用于研究热力学不缩义,并识别用于提高能源系统效率的途径,包括IC发动机。在本作本作中,第二法律分析用于量化柴油点燃天然气双燃料低温燃烧(LTC)中的不缩义,其利用柴油来点燃天然气,同时减少氮气和颗粒物质的氧化物排放。使用双燃料LTC的先前经过验证的多区热力学模型作为执行第二法律分析的基本框架。模拟进气门闭合(IVC)和排气阀开口(EVO)之间的闭环过程的多区模型将气缸内容物分成四个主区:(Ⅰ)含有预混天然气 - 空气混合物的未燃烧区, (Ⅱ)含有柴油蒸气和夹带天然气 - 空气混合物,(Ⅲ)火焰区的试验燃料区(或“包装”),(Ⅳ)烧坏区。通过系统地应用于每个区域,量化通过闭环(S_(GEN))和丢失的可用工作(W_(丢失)= T_0 * S_(GEN))产生的总熵。随后,失去的可用工作除以流离失所的卷,以计算标记为“可用指示的平均有效压力”(Laimep)的新发动机性能参数。类似地从指示的平均有效压力(IMEP)的定义进行,作为指示工作的发动机尺寸标准化测量,Laimep可以被解释为由于热力学不缩义而导致的可用工作的发动机尺寸标准化措施。由于Laimep与发动机尺寸无关,因此它可用于比较各种流离失所卷的发动机之间的热力学不义,以及不同的发动机燃烧策略。还定义了两种额外的基于第二律的参数:燃料转换不可逆转性(FCI)作为总燃料化学能量输入和标准化Laimep的比例为Laimep至IMEP的比例。参数化研究在不同的柴油喷射定时(SOI〜300-340 CAD),进气温(T_(IN)〜50°-150°C),并进气增压压力(P_(in)〜1-2.4 bar)表征他们对Laimep和FCI的影响。据确定,Laimep和FCI都随着SOI进步(从340到300 CAD)增加,随着T_(IN)和P_(in)而减少。使用预测的燃烧参数,特别是EVO的平均圆柱温度,特别是燃烧的燃烧参数来解释这些趋势。虽然目前的工作集中在柴油天然气双燃料局(例如示例)上,但第二律分析所采用的总体方法以及Laimep,FCI等的概念定义通常适用于操作的任何IC发动机在任何燃烧策略(例如,Si,CI,LTC等)。

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