Pages that link to "Item:Q2872862"
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The following pages link to A general transfer function representation for a class of hyperbolic distributed parameter systems (Q2872862):
Displaying 13 items.
- Abstract state-space models for a class of linear hyperbolic systems of balance laws (Q261582) (← links)
- The exponential decay rate of generic tree of 1-d wave equations with boundary feedback controls (Q316974) (← links)
- Modeling heat distribution with the use of a non-integer order, state space model (Q511362) (← links)
- Structural representation of two-dimensional nonhomogeneous systems with distributed parameters (Q802507) (← links)
- Transfer functions of distributed parameter systems: a tutorial (Q1023120) (← links)
- Transient response analysis of one-dimensional distributed parameter systems (Q1302775) (← links)
- Transfer function approach to output specification in certain linear distributed parameter systems (Q1422545) (← links)
- Approximate state-space and transfer function models for \(2 \times 2\) linear hyperbolic systems with collocated boundary inputs (Q2023598) (← links)
- Fractional order state space models of the one-dimensional heat transfer process (Q2098451) (← links)
- A memory-efficient noninteger-order discrete-time state-space model of a heat transfer process (Q2316458) (← links)
- Transfer function-based impulse response analysis for a class of hyperbolic systems of balance laws (Q2833729) (← links)
- Exponential Stability and Transfer Functions of Processes Governed by Symmetric Hyperbolic Systems (Q4420726) (← links)
- A non integer order, state space model for one dimensional heat transfer process (Q4971667) (← links)
