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data is a variant that passes arbitrary values to the VI.
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DAE F(X,X',t) provides a strictly typed reference to the VI that implements the differential algebraic equation (DAE). You can use the function template located in vi.lib\gmath\dae.llb\DAE Radau 5th Order Func Template.vit to create this strictly typed reference.
 Open template
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Initial Values specify the values of the initial state of the VI.
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Initial Derivatives specify the values of the initial state derivative. The length of the Initial Derivative must equal the length of the Initial Values.
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simulation parameters specifies the set of parameters used to configure the differential algebraic equation (DAE) solver.
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initial time specifies the time at which to start the DAE solver. The default is 0.
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final time is the time at which the DAE solver stops. The final time must be larger than the initial time. The default value is 10.
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Absolute Tolerance specifies the absolute tolerance the DAE solver uses to control the local error for each variable. You can specify either a scalar tolerance which applies to all variables, or an array of tolerance which applies to each variable respectively. The Absolute Tolerance cannot be negative. The corresponding Absolute Tolerance and Relative Tolerance cannot both be zeroes. The default is 0.001. The DAE solver calculates the local error by the following equation: |X|*relative tolerance + absolute tolerance
LabVIEW uses this error to adjust the step size. If the error is too large, the DAE solver rejects the current step and reduces the step size for another try. If the error is too small, the DAE solver accepts the current step and increases the step size for next try. The Absolute Tolerance is most significant when X is small.
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Relative Tolerance specifies the relative tolerance the DAE solver uses to control the local error for each variable state. You can specify either a scalar tolerance which applies to all variables or an array of tolerance which applies to each variable respectively. The Relative Tolerance cannot be negative. The Absolute Tolerance and Relative Tolerance cannot both be zeroes. The default is 0.001. The DAE solver calculates the local error by the following equation: |X|*relative tolerance + absolute tolerance
LabVIEW uses this error to adjust the step size. If the error is too large, the solver rejects the current step and reduces the step size for another try. If the error is too small, the solver accepts the current step and increases the step size for next try. The Relative Tolerance is most significant when X is large.
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minimum time step specifies the smallest time step size the DAE solver can use to evaluate the state. The minimum time step must be larger than 0. The default value is 1 E-8.
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maximum time step specifies the largest time step size the DAE solver can use to evaluate the state. The maximum time step must be larger than minimum time step. The default is 1.
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initial time step specifies the time step size for the first time step that the DAE solver can use. The initial time step must be in range of the minimum time step and maximum time step. The default is 0.01.
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error in describes error conditions that occur before this node runs. This input provides standard error in functionality.
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Times returns the times at which the differential algebraic equation (DAE) solver evaluates the state.
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X Values returns the values of the initial state over time. For X Values and X Derivatives, each row contains the values evaluated at a particular time and each column contains a history of a particular value over time.
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X Derivatives returns the values of the derivatives of the state over time. For X Values and X Derivatives, each row contains the values evaluated at a particular time and each column contains a history of a particular value over time.
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error out contains error information. This output provides standard error out functionality.
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DAE (F,X',t) is a cluster of formula strings and variable strings that implements differential algebraic equations (DAEs). For this VI, F(X,X',t)=0.
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F(X,X',t) is an array of strings specifying the DAEs. The specified formulas can contain any number of valid variables.
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X is an array of strings that specify the variables of the initial state.
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X' is an array of strings that specify the variables of derivatives of the initial state. The length of X must be equal to the length of X'.
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Initial Values specify the values of the initial state of the VI.
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Initial Derivatives specify the values of the initial state derivative. The length of the Initial Derivative must equal the length of the Initial Values.
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simulation parameters specifies the set of parameters used to configure the differential algebraic equation (DAE) solver.
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initial time specifies the time at which to start the DAE solver. The default is 0.
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final time is the time at which the DAE solver stops. The final time must be larger than the initial time. The default value is 10.
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Absolute Tolerance specifies the absolute tolerance the DAE solver uses to control the local error for each variable. You can specify either a scalar tolerance which applies to all variables, or an array of tolerance which applies to each variable respectively. The Absolute Tolerance cannot be negative. The corresponding Absolute Tolerance and Relative Tolerance cannot both be zeroes. The default is 0.001. The DAE solver calculates the local error by the following equation: |X|*relative tolerance + absolute tolerance
LabVIEW uses this error to adjust the step size. If the error is too large, the DAE solver rejects the current step and reduces the step size for another try. If the error is too small, the DAE solver accepts the current step and increases the step size for next try. The Absolute Tolerance is most significant when X is small.
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Relative Tolerance specifies the relative tolerance the DAE solver uses to control the local error for each variable state. You can specify either a scalar tolerance which applies to all variables or an array of tolerance which applies to each variable respectively. The Relative Tolerance cannot be negative. The Absolute Tolerance and Relative Tolerance cannot both be zeroes. The default is 0.001. The DAE solver calculates the local error by the following equation: |X|*relative tolerance + absolute tolerance
LabVIEW uses this error to adjust the step size. If the error is too large, the solver rejects the current step and reduces the step size for another try. If the error is too small, the solver accepts the current step and increases the step size for next try. The Relative Tolerance is most significant when X is large.
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minimum time step specifies the smallest time step size the DAE solver can use to evaluate the state. The minimum time step must be larger than 0. The default value is 1 E-8.
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maximum time step specifies the largest time step size the DAE solver can use to evaluate the state. The maximum time step must be larger than minimum time step. The default is 1.
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initial time step specifies the time step size for the first time step that the DAE solver can use. The initial time step must be in range of the minimum time step and maximum time step. The default is 0.01.
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error in describes error conditions that occur before this node runs. This input provides standard error in functionality.
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Times returns the times at which the differential algebraic equation (DAE) solver evaluates the state.
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X Values returns the values of the initial state over time. For X Values and X Derivatives, each row contains the values evaluated at a particular time and each column contains a history of a particular value over time.
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X Derivatives returns the values of the derivatives of the state over time. For X Values and X Derivatives, each row contains the values evaluated at a particular time and each column contains a history of a particular value over time.
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error out contains error information. This output provides standard error out functionality.
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