Unit Ramp Function

Unit Step Function | Unit Ramp Function | Unit Impulse Function | Unit Doublet Function: a) Unit step function: This function has already been discussed in the preceding It is…

Continue Reading Unit Ramp Function

Network Functions Articles

Network Functions Articles: Unit Step Function | Unit Ramp Function | Unit Impulse Function | Unit Doublet Function: a) Unit step function: This function has already been discussed in the…

Continue Reading Network Functions Articles

Gate Function in Network Function

Gate Function in Network Function: Gate Function in Network Function - By the use of step functions, any pulse of unit height can be realized. The pulse of width a…

Continue Reading Gate Function in Network Function

Laplace Transform of Standard Functions

Laplace Transform of Standard Functions: The Laplace Transform of Standard Functions is given by Step Function: The unit step function is, If there is step of amplitude A i.e. f(t)…

Continue Reading Laplace Transform of Standard Functions

Relationships Between Standard Time Function

Relationships Between Standard Time Function: The Relationships between Standard Time Function contains two parts, namely Relation Between Unit Step and Unit Ramp Relation Between Unit Step and Unit Impulse 1.…

Continue Reading Relationships Between Standard Time Function

Laplace Transform of Impulse Function

Laplace Transform of Impulse Function: The Laplace Transform of Impulse Function is a function which exists only at t = 0 and is zero, elsewhere. The impulse function is also…

Continue Reading Laplace Transform of Impulse Function

Ramp Function

Ramp Function: The ramp function is shown in the Fig. 2.10. Mathematically such a function is expressed as, Thus it is a straight line of slope A. This slope A…

Continue Reading Ramp Function

Laplace Formula Articles

Laplace Formula Articles: Definition of Laplace Transform: Here we are going to discuss one of such transform methods called Laplace Transform Method which transforms the time domain differential equations to…

Continue Reading Laplace Formula Articles