Programmer Guide/Command Reference/EVAL/ydiff: Difference between revisions

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::<code>''r''[i]=(''y''[i+1]-''y''[i])/(''x''[i+1]-''x''[i]); with: i=0..nrow(''y'')-2</code>
::<code>''r''[i]=(''y''[i+1]-''y''[i])/(''x''[i+1]-''x''[i]); with: i=0..nrow(''y'')-2</code>
----
----
;Usage 3: <code>ydiff(<var>k<sub>number</sub></var>, <var>x<sub>vector</sub></var>)</code>
;Result 3: The result is the vector ''r'' with <code>nrow(''y'')-1</code>elements. This version is normally used for signal differentiation (with: 0 &le; <var>k<sub>number</sub></var> &le 1).
::<code>''r''[i]=''x''[i+1]-''k''.''y''[i]; with: i=0..nrow(''y'')-2</code>
;See also: [[../yint|yint]]
;See also: [[../yint|yint]]


[[../#Functions|<function list>]]
[[../#Functions|<function list>]]

Revision as of 09:08, 9 March 2018

Calculates the differentiation (differnce quotients) of the vector y = f(x).


Usage 1
ydiff(yvector {, dxscalar=1})
Result 1
The result is the vector r with nrow(y)-1elements.
r[i]=(y[i+1]-y[i])/dx; with: i=0..nrow(y)-2

Usage 2
ydiff(yvector, xvector)
Result 2
The result is the vector r with nrow(y)-1elements.
r[i]=(y[i+1]-y[i])/(x[i+1]-x[i]); with: i=0..nrow(y)-2

Usage 3
ydiff(knumber, xvector)
Result 3
The result is the vector r with nrow(y)-1elements. This version is normally used for signal differentiation (with: 0 ≤ knumber &le 1).
r[i]=x[i+1]-k.y[i]; with: i=0..nrow(y)-2
See also
yint

<function list>

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