再次回到基础!在给定的点上函数的导数表示在该点上函数的切线的斜率。因此,在2个非常接近的点上得到函数的值,并计算这2点通过的行的斜率。http://e.维基百科。org/wiki/文件:TangeTeNoto-Ay曲线。可变电压(V)信号只得到2个ADC读数,用非常小的时间(t)分隔,计算(V2-V1)/(T2-T1)。
以上来自于百度翻译
以下为原文
Hi
Back to the basics again!
The derivative of a function at a given point represents the slope of the tangent to the graph of the function at that point.
So, got the value of the function in 2 very close points and calculate the slope of the line passing by those 2 points.
https://en.wikipedia.org/wiki/File:Tangent_to_a_curve.svg
For a varying voltage (V) signal just get 2 ADC readings separated by a very small amount of time (t) and calculate (V2-V1)/(t2-t1).
Gosh...looks like I'm back in high school.
Best regards
Jorge
再次回到基础!在给定的点上函数的导数表示在该点上函数的切线的斜率。因此,在2个非常接近的点上得到函数的值,并计算这2点通过的行的斜率。http://e.维基百科。org/wiki/文件:TangeTeNoto-Ay曲线。可变电压(V)信号只得到2个ADC读数,用非常小的时间(t)分隔,计算(V2-V1)/(T2-T1)。
以上来自于百度翻译
以下为原文
Hi
Back to the basics again!
The derivative of a function at a given point represents the slope of the tangent to the graph of the function at that point.
So, got the value of the function in 2 very close points and calculate the slope of the line passing by those 2 points.
https://en.wikipedia.org/wiki/File:Tangent_to_a_curve.svg
For a varying voltage (V) signal just get 2 ADC readings separated by a very small amount of time (t) and calculate (V2-V1)/(t2-t1).
Gosh...looks like I'm back in high school.
Best regards
Jorge
举报