photo

Duong Nguyen


Attivo dal 2018

Followers: 0   Following: 0

Messaggio

Statistica

MATLAB Answers

6 Domande
0 Risposte

RANK
108.152
of 300.364

REPUTAZIONE
0

CONTRIBUTI
6 Domande
0 Risposte

ACCETTAZIONE DELLE RISPOSTE
16.67%

VOTI RICEVUTI
0

RANK
 of 20.934

REPUTAZIONE
N/A

VALUTAZIONE MEDIA
0.00

CONTRIBUTI
0 File

DOWNLOAD
0

ALL TIME DOWNLOAD
0

RANK

of 168.407

CONTRIBUTI
0 Problemi
0 Soluzioni

PUNTEGGIO
0

NUMERO DI BADGE
0

CONTRIBUTI
0 Post

CONTRIBUTI
0 Pubblico Canali

VALUTAZIONE MEDIA

CONTRIBUTI
0 Punti principali

NUMERO MEDIO DI LIKE

  • Thankful Level 2
  • Thankful Level 1

Visualizza badge

Feeds

Visto da

Domanda


I am calculating membrane water flux using fsolve but MATLAB gave me a negative value of water flux (Jw) as follows. I don't know how to avoid these negative solution from non-linear equation so I would like to know how to solve it correctly
Here are MATLAB codes I used to calculate function [Jw,q]=jw_q_solve(Tf,Tp,P,B,Km,d,h) %Jw, water flux [L.m^-2.h^-1] %q, heat...

quasi 6 anni fa | 1 risposta | 0

1

risposta

Domanda


How can solve this system of differential equations with two variables x, y? I will attach a photo to make it clearer.
-dx/dt = -0.6208*y^0.75*x^3; -dy/dt = -3*0.6208*y^0.75*x^3; y(0) == 0.48; x(0) == 1.44;

circa 7 anni fa | 1 risposta | 0

1

risposta

Domanda


How can solve this differential equation with two variables?
diff(b,a,t) == -db/dt == -6.73x10^-8x(10^-8.5)^(-0.82)x a^0.75 x b^3

circa 7 anni fa | 0 risposte | 0

0

risposte

Domanda


Nonlinear regression for adsorption with Langmuir isotherm
Can anyone show me how to analyze nonlinear regression for adsorption with Langmuir isotherm? Thank you very much.

oltre 7 anni fa | 1 risposta | 0

1

risposta

Domanda


Decrease the scale of y-axis
I have plotted 2 graphs of y versus t with following commands: t = linspace(0,10,20); y = 1./((3/10^(8*8)*7.7*10^58*10^(...

quasi 8 anni fa | 0 risposte | 0

0

risposte

Domanda


Error Using ^ When Typing Power Command
I want to plot a graph of y versus t with: >> t = linspace(0,10,20); >> y = 1/(t*(3/10^(8*8)*10^(3/2))/2 + 1)^(2/3); ...

quasi 8 anni fa | 1 risposta | 0

1

risposta