CrazyEngineers
CrazyEngineers

  • Stability of a system

    pratap singh, upendra

    Member

    Updated: Oct 22, 2024
    Views: 1.3K
    hello,

    Can a system with impulse response h(t) = u(t), be a stable system? Mathematically, it involves the summation of h(t) from -infinity to +infinity.

    How is the above statement true.

    regards,
    proffy
    0
    Replies
Howdy guest!
Dear guest, you must be logged-in to participate on CrazyEngineers. We would love to have you as a member of our community. Consider creating an account or login.
Replies

  • Jeffrey Arulraj

    Member • Jun 4, 2013

    A system can be stable if you give a input an output must come

    This op must not be Infinity (not defined )

    If I give value for t in the equation I am getting a constant and so this is a stable system
    Are you sure? This action cannot be undone.
    Cancel

  • Jeffrey Arulraj

    Member • Jun 4, 2013

    PS Don't use H(t) for any function other than the impulse function

    Impulse function is defined only in time t=0
    Are you sure? This action cannot be undone.
    Cancel
Home Channels Search Login Register