Umesh Prajapati
Indian Institute of Technology, Delhi
Followers: 0 Following: 0
Statistik
RANG
261.281
of 295.467
REPUTATION
0
ANTWORTZUSTIMMUNG
25.0%
ERHALTENE STIMMEN
0
RANG
4.041 of 20.234
REPUTATION
354
DURCHSCHNITTLICHE BEWERTUNG
5.00
BEITRÄGE
3 Dateien
DOWNLOADS
20
ALL TIME DOWNLOADS
3194
RANG
of 153.912
BEITRÄGE
0 Probleme
0 Lösungen
PUNKTESTAND
0
ANZAHL DER ABZEICHEN
0
BEITRÄGE
0 Beiträge
BEITRÄGE
0 Öffentlich Kanäle
DURCHSCHNITTLICHE BEWERTUNG
BEITRÄGE
0 Highlights
DURCHSCHNITTLICHE ANZAHL DER LIKES
Feeds
Warning: Matrix is singular, close to singular or badly scaled.
Check the second column of solution matrix. It is zero throughout. That's why you got the warning. It depends on the parameter v...
mehr als 6 Jahre vor | 0
Frage
How to plot bifurcation diagram for any parameter in Rossler system?
The Rossler system is: x'(t) = -(y+z) y'(t) = x + a*y z'(t) = b + z*(x-c)
mehr als 8 Jahre vor | 0 Antworten | 0
0
AntwortenFrage
How to calculate round off error in each step of finite central difference approximation.
format long; f = @(x) exp(cos(x)); df = @(x) -exp(cos(x))*sin(x); x = 1; Truedf = df(x); h(1) = 1/2; H(1) = h; D(1) = (f(x+h...
mehr als 8 Jahre vor | 1 Antwort | 0
1
AntwortFrage
Hi, my prob is find the most accurate 1st derivative of f(x)=exp(cos(x)) at x=1, with h=0.5,0.25,..,2^(-16). I calculate the 1st der. using 1st order central diff formula & trying to improve the accuracy using Richardson extrap. got incorrect result
clear; clc; format shortG f = @(x) exp(cos(x)); df = @(x) -exp(cos(x))*sin(x); x = 1; Truef1 = df(x); A = []; h = 1/2...
mehr als 8 Jahre vor | 0 Antworten | 0
0
AntwortenFrage
Solve a system of algebraic equations by Gauss elimination using two significant digits
Hi, I want to solve a system of algebraic equation by Gauss elimination using to significant digit. I am able to solve this, but...
fast 9 Jahre vor | 1 Antwort | 0