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微分的定义步骤有一个几何解释,最简单的观念就是一条曲线的切线。
The procedure used to define the derivative has a geometric interpretation which leads in a natural way to the idea of a tangent line to a curve.
在非标准扩大模型下,利用转换原理,通过定义局部线性函数给出向量函数微分的定义。
In the enlargement model used transfer principle, the differential of vector-valued function is defined by locally liner map.
从稳定电流场基本方程出发,通过定义线性微分算子,推导出与之等价的泛函方程。
According to the fundamental equation of steady current field, the corresponding functional equation is obtained by use of the linear differential operator.
We have discovered that this partial derivative that appears in the definition, the abstract definition of the differential for internal energy, is just equal to the constant volume heat capacity.
我们还发现,这个偏微分出现在了,内能的偏微分,定义式中,它也就是热容。
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