C="Proportional Integral Derivative (PID) Controller Model:
A general controller used to control both steady state accuracy (using the integral and proportional terms) and transient response (using the derivative and the proportional terms).
Limitations:
1. See the contents of the Derivative block
"
N.6="wireLabel"@6x420<M>
n="Feedback"
N.7="summingJunction"(0)@30x266<M>
N.8="variable"@204x434<M>
n=":Proportional Gain"
N.9="wireLabel"@132x413<M>
n="==== Parameters ===="
N.10="variable"@204x462<M>
n=":Integral Gain"
N.11="variable"@204x490<M>
n=":Derivative Gain"
N.12="const"(10)@114x434<M>
N.13="const"(1)@114x462<M>
N.14="const"(0.1)@114x490<M>
N.15="*"@282x203<M>
N.16="*"@282x259<M>
N.17="*"@282x315<M>
N.18="variable"@144x259<M>
n=":Proportional Gain"
N.19="variable"@144x203<M>
n=":Integral Gain"
N.20="wirePositioner"@96x217<M>
N.21="wirePositioner"@102x315<M>
N.22="variable"@144x329<M>
n=":Derivative Gain"
N.23="summingJunction"(0)@180x266<M>
N.24="integrator"(0,1)@162x336<MR>
N.25="Compound"@342x315#1,1<MC>
n="deriv_a.bmp"
Ms=680,0,0,470,0,0
Mb
N.26="/"@456x273<M>
N.27="wireLabel"@30x245<M>
n="Input signal"
N.28="wireLabel"@678x245<M>
n="Output signal"
N.29="comment"@18x7@747x148<M>
C="Derivative Model:
This model is used to take the derivative of a signal using a lag filter. The derivative is valid for frequencies up to (1/ time constant). For higher frequencies the time constant must be decreased.
Limitations:
1. time constant > 0
2. Simulation stepsize must be less than the time constant for stability."