Fixed-Point Blockset

Integrator Forward Resettable

Perform discrete-time integration of a signal using the forward method, with external Boolean reset

Library

Calculus

Description

The Integrator Forward Resettable block performs a discrete-time integration of a signal using the forward method. When the external reset signal R is false, the block multiplies the input by the weighted sample time and adds the result to the cumulative sum since time zero.

When the external reset signal R is true, the block outputs the Initial condition for previous output parameter.

Remarks

The output of the Integrator Forward Resettable block differs from the output of the Integrator Backward Resettable block only by the first and last terms in the cumulative sum.

Parameters and Dialog Box

Gain value

Specify the weight by which the sample time is multiplied.

Initial condition for previous output

Set the initial condition for the previous output.

Output data type and scaling

The options are:

• Specify via dialog
• Inherit via internal rule
• Inherit via back propagation
  When Specify via dialog is selected, you can specify the Output data type and Output scaling parameters.

Round toward

Rounding mode for the fixed-point output.

Saturate to max or min when overflows occur

If selected, fixed-point overflows saturate.

Characteristics

Input Ports	Any data type supported by the blockset
Output Port	Same as the input
Direct Feedthrough	Yes
Scalar Expansion	Of inputs and gain

See Also

Integrator Backward, Integrator Backward Resettable, Integrator Backward Resettable Limited, Integrator Forward, Integrator Forward Resettable Limited, Integrator Trapezoidal, Integrator Trapezoidal Resettable, Integrator Trapezoidal Resettable Limited

Integrator Forward

Integrator Forward Resettable Limited