What is the Heaviside function?
Q: What is the Heaviside function?
A: The Heaviside function is a non-continuous function whose value is zero for a negative input and one for a positive input.
Q: Why is the Heaviside function used in control theory?
A: The Heaviside function is used in control theory to represent a signal that switches on at a specified time and stays switched on indefinitely.
Q: Who is the person after whom the Heaviside function was named?
A: The Heaviside function was named after the Englishman Oliver Heaviside.
Q: What is the relationship between the Heaviside function and the Dirac delta function?
A: The Heaviside function is the integral of the Dirac delta function: H′(x)= δ(x).
Q: What does the Heaviside function output for positive inputs?
A: The Heaviside function outputs one for positive inputs.
Q: What does the Heaviside function output for negative inputs?
A: The Heaviside function outputs zero for negative inputs.
Q: What type of function is the Heaviside function?
A: The Heaviside function is a non-continuous function.
