1999
DOI: 10.1137/s003614459933425x
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Solving Index-1 DAEs in MATLAB and Simulink

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Cited by 419 publications
(295 citation statements)
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“…34 Here, a numerical solution to Poisson's equation was found using a finite difference method that implements a Lobatto IIIa formula in Matlab. 35 For 1 X cm n-Si, for example, a space region charge of À10 12 q/cm 2 is produced when the SCR potential (band bending) is $0.16 V, with an excess minority carrier concentration of 10 15 cm À3 (calculated using Equation (B2a) in Ref. 15).…”
Section: Recombination In the Space Charge Regionmentioning
confidence: 99%
“…34 Here, a numerical solution to Poisson's equation was found using a finite difference method that implements a Lobatto IIIa formula in Matlab. 35 For 1 X cm n-Si, for example, a space region charge of À10 12 q/cm 2 is produced when the SCR potential (band bending) is $0.16 V, with an excess minority carrier concentration of 10 15 cm À3 (calculated using Equation (B2a) in Ref. 15).…”
Section: Recombination In the Space Charge Regionmentioning
confidence: 99%
“…Then these equations are to be numerically solved reaching the final time moment t f on the considered time interval [t 0 , t f ] with the initial condition u(t 0 ) = u 0 and the guess value v 0 for v(t 0 ) [8]. Assuming that the algebraic equations 0 = f 2 (t, u 0 , v 0 ) have the solution V near v 0 , the key requirement is that the Jacobian ∂f 2 /∂ v is non-singular in the region containing (t 0 , u 0 , V).…”
Section: Methodsmentioning
confidence: 99%
“…To find the solution with the help of bvp4c solver, we first change the existing differential equations into differential equations of order one with the help of some considerations. The detailed form of the bvc4c method is mentioned inShampine and Kierzenka [22].…”
Section: Solution Of the Problemmentioning
confidence: 99%