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SIMPLORER User Manual V6.0 - FER-a

SIMPLORER User Manual V6.0 - FER-a

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Equations<br />

<strong>SIMPLORER</strong> 6.0 — <strong>Manual</strong> 303<br />

In empty fields the * must be placed; 0 is interpreted as a numerical value.<br />

For the common equation:<br />

M_2 ϕ ·· M_1 ϕ · ⋅ + ⋅ + M_0 ⋅ ϕ = RS<br />

the results with the inserted coefficients of the example are:<br />

d<br />

J1 *<br />

* J2 2 ϕ1 dt 2<br />

---------d<br />

2 dϕ1 Ki1 – Ki<br />

--------<br />

1 dt C1 – C1 ϕ1 ⋅ +<br />

⋅ + ⋅ =<br />

RS<br />

– Ki<br />

ϕ 1 Ki1dϕ2– C1 C1 ϕ2 2<br />

--------<br />

-----------<br />

dt<br />

dt<br />

Dialog Settings<br />

«Ord»«Dim»<br />

Defines order and dimension of the equation system. Enter a numerical value (non-negative<br />

integer with or without unit suffix) in the text box to define the order and positive integer to<br />

define the dimension. Please note: You cannot define a variable or expression in these cases.<br />

Only a number is accepted.<br />

«Matrix»<br />

Defines the vector coefficients. Select a matrix entry and click in the fields of the corresponding<br />

coefficient in the matrix dialog on the right hand side. Common parameter type. Enter a<br />

numerical value, a variable, or an expression.<br />

RS «Vector»<br />

Defines the coefficients of the vector on the right hand side. Select «RS» and click in the fields<br />

of the corresponding coefficient in the matrix dialog on the right hand side. Common parameter<br />

type. Enter a numerical value, a variable, or an expression.<br />

IC «Vector»<br />

Defines the coefficients of the initial values of the solution vector. Select «IC» and click in the<br />

fields of the corresponding coefficient in the matrix dialog on the right hand side. Common<br />

parameter type. Enter a numerical value, a variable, or an expression.<br />

� «Integrator»<br />

Defines the integration algorithm of the DES model. The algorithm is independent of the integration<br />

algorithm of the main simulator. If «ODE» is checked, you can select also the<br />

Runge-Kutta algorithms in the list. These algorithms expect a non-singular matrix for the matrix<br />

M with the highest order. If the matrix does not meet the condition, the simulator uses<br />

the «Euler» integration method for calculating.<br />

«Fmax»<br />

Defines the accuracy of the right side computation of the differential equation system. Enter<br />

a numerical value (with or without unit suffix) in the text box. Please note: The simulator tries<br />

to meet the defined maximum error as long as the minimum time step of the higher simulator<br />

is not reached. If HMIN is reached and Fmax is larger than the defined value, the simu.lator<br />

goes to the next step despite the deviation.

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