(→Part A: Understanding System’s Properties) |
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'''Casual system''' is a system where the output <math>y(t)</math> at some specific instant <math>t_0</math> only depends on the input <math>x(t)</math> for value of <math>t</math> less than or equal to <math>t_0</math>. | '''Casual system''' is a system where the output <math>y(t)</math> at some specific instant <math>t_0</math> only depends on the input <math>x(t)</math> for value of <math>t</math> less than or equal to <math>t_0</math>. | ||
===Non-casual System=== | ===Non-casual System=== | ||
+ | '''Non-casual system''' is a system that has some dependence on input values from the future (in addition to possible dependence on past or current input values). |
Revision as of 15:43, 19 September 2008
Causal & Non-casual Systems
Casual System
Casual system is a system where the output $ y(t) $ at some specific instant $ t_0 $ only depends on the input $ x(t) $ for value of $ t $ less than or equal to $ t_0 $.
Non-casual System
Non-casual system is a system that has some dependence on input values from the future (in addition to possible dependence on past or current input values).