## Abstract The numerical solution of field substructures in time domain diakoptics requires an interation time consistent with the numerical accuracy required. When storing and reconnecting the substructures, the information required can be obtained from considerably fewer samples. This paper show
The use of time domain diakoptics in time discrete models of fields
β Scribed by P. B. Johns; K. Akhtarzad
- Publisher
- John Wiley and Sons
- Year
- 1981
- Tongue
- English
- Weight
- 797 KB
- Volume
- 17
- Category
- Article
- ISSN
- 0029-5981
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π SIMILAR VOLUMES
The nature and significance of time-domain approximations needed for a diakoptic solution using transmissionline modelling (TLM) are examined. Truncation, filtering and repeated convolution of time responses result in severe restrictions in the accuracy of time-domain diakoptics. The frequency-domai
Al~traet--The problem of the representation of continuous time systems by difference equations is studied. A solution is proposed using a sample integration technique. The convolution integrals are approximated by digital filters resulting in an arbitrary high accuracy in a wide frequency band.
Tbe main objective of any time optimal design is to develop a control law to drive the state variables of the system, from a given set of initial values to a desired set of final values. Sometimes, it is required to drive the systems such that the output for a unit step input is reached in a minimum
## Abstract A transmissionβline configuration consisting of equalβlength twoβsection open stubs, serial lines, and short stubs is employed to emulate the Zβdomain transfer function of a wideband bandβpass filter. Both mitering and slots are used to reduce the discontinuity effect caused by the abru