MDLI – Process model with input-defined parameters

Block SymbolLicensing group: STANDARD

Function Description
The MDLI block is a discrete simulator of continuous-time system with transfer function

F (s) = \frac{K_{0} e^{- D s}}{(τ_{1} s + 1) (τ_{2} s + 1)},

where $K_{0} > 0$ is the static gain k0, $D \geq 0$ is the time-delay del and $τ_{1}, τ_{2} > 0$ are the system time-constants tau1 and tau2. In contrary to the MDL block the system is time variant. The system parameters are determined by the input signals.

This block propagates the signal quality. More information can be found in the 1.4 section.

Input

u	Analog input of the block	Double (F64)
k0	Static gain	Double (F64)
del	Dead time [s]	Double (F64)
tau1	The first time constant	Double (F64)
tau2	The second time constant	Double (F64)

Parameter

nmax	Allocated size of array $↓$ 10 $↑$ 10000000 $⊙$ 1000	Long (I32)

Output

y	Analog output of the block	Double (F64)

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