Solver ' D ' cannot be used in nonlinear diffequ.
Jan 27, 2010
03:00 AM
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Jan 27, 2010
03:00 AM
Solver ' D ' cannot be used in nonlinear diffequ.
Nonlinear Diffequ. are solvable with MathCad, or ?
Why Do I get the report "D" cannot be used here.
See attached worksheet.
Why Do I get the report "D" cannot be used here.
See attached worksheet.
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Jan 27, 2010
03:00 AM
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Jan 27, 2010
03:00 AM
Sorry for the incorrect worksheet, here the better
one
one
Jan 27, 2010
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Jan 27, 2010
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On 1/27/2010 5:55:42 AM, enricoaut wrote:
== Nonlinear Diffequ. are solvable with MathCad, or ?
== Why Do I get the report "D" cannot be used here.
It's not a particularly helpful message. It looks like your numbers 'blow up' very quickly, suggesting there is a scaling factor or some other error in the function.
Try changing the time interval to 1 to see what I mean - there are values of the order of 10103 and 10191
Stuart
== Nonlinear Diffequ. are solvable with MathCad, or ?
== Why Do I get the report "D" cannot be used here.
It's not a particularly helpful message. It looks like your numbers 'blow up' very quickly, suggesting there is a scaling factor or some other error in the function.
Try changing the time interval to 1 to see what I mean - there are values of the order of 10103 and 10191
Stuart
Jan 27, 2010
03:00 AM
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Jan 27, 2010
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On 1/27/2010 5:41:24 AM, enricoaut wrote:
>Nonlinear Diffequ. are
>solvable with MathCad, or ?
>Why Do I get the report "D"
>cannot be used here.
>See attached worksheet.
____________________________
GENERALLY:
1. "Odesolve", solves non-linear DE's.
2. Finites differences does solve nicely.
3. Frobenius is applicable.
4. RK, RKFhelberg are applicable
HOWEVER ! ..........
1. Check for existing solutions: EQworld, CRC ...
2. Check for Lambert (W) solutions
3. Revisit the Mathsoft "Hires" example.
4. Checking the option for Radau/radau may be dramatic !
jmG
>Nonlinear Diffequ. are
>solvable with MathCad, or ?
>Why Do I get the report "D"
>cannot be used here.
>See attached worksheet.
____________________________
GENERALLY:
1. "Odesolve", solves non-linear DE's.
2. Finites differences does solve nicely.
3. Frobenius is applicable.
4. RK, RKFhelberg are applicable
HOWEVER ! ..........
1. Check for existing solutions: EQworld, CRC ...
2. Check for Lambert (W) solutions
3. Revisit the Mathsoft "Hires" example.
4. Checking the option for Radau/radau may be dramatic !
jmG
