...δ 0 Q r e v e r s i b l e c y c l e T i r s u δ 0 Q T irreversible cycle (3.3.5) integral theorem(积分定理): 若沿封闭曲线的环积分为零,则 所积变量应当是某一函数的全微分。
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Cauchy's integral theorem 柯西积分定理
Kirchhoff integral theorem 基尔霍夫积分定理 ; 克希霍夫积分定理
cauchy integral theorem 柯锡分定理 ; 柯西积分定理 ; Cauchy积分定理
fourier integral theorem 傅里叶积分定理 ; 付里叶积分定理
integral theorem of fourier 傅里叶积分公式
integral theorem of cauchy 柯锡分定理
Duhamel integral theorem 杜海默尔积分原理
integral theorem of Kirchhoff 基尔霍夫积分定理
generalized Cauchy integral theorem 推广的Cauchy积分定理
From this, the Cauchy integral theorem of biregular function is obtained. It's integral expression of biregular function which can express interior value with boundary value.
由此得到双正则函数的Cauchy积分定理,其导出了一个用边界值表示双正则函数内部值的积分公式,它是双正则函数的积分表达式。
参考来源 - Clifford分析中双正则函数的性质·2,447,543篇论文数据,部分数据来源于NoteExpress
A discussion on some characterized mapping conclusions similar to Cauchy integral theorem.
讨论具有某种特征映射的类似柯西积分定理的结论。
Based on the stationary condition of energy functional, we set up the integral theorem along the boundary of arbitrary element and get the energy release quantity with the integral theorem.
根据裂纹扩展时能量泛函的驻值条件,建立了任意元素的围道积分定理。
And so that's why you have this line integral that makes perfect sense, but you can't apply Green's theorem to it.
这就是为什么,这个线积分,有着完美的定义,但却不能对它使用格林公式的原因。
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