### Abstract

Original language | English |
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Pages | 53-58 |

Number of pages | 6 |

Publication status | Published - 2000 |

Event | 3rd TEMPUS-INTCOM Symposium on Intelligent Systems in Control and Measurements 2000 - Veszprém, Hungary Duration: 9 Sep 2000 → 14 Sep 2000 Conference number: 3 |

### Conference

Conference | 3rd TEMPUS-INTCOM Symposium on Intelligent Systems in Control and Measurements 2000 |
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Country | Hungary |

City | Veszprém |

Period | 9/09/00 → 14/09/00 |

### Fingerprint

### Keywords

- Padé approximation
- Rational functions

### Cite this

*Some remarks on Pade-approximations*. 53-58. Paper presented at 3rd TEMPUS-INTCOM Symposium on Intelligent Systems in Control and Measurements 2000, Veszprém, Hungary.

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**Some remarks on Pade-approximations.** / Vajta, Miklos.

Research output: Contribution to conference › Paper › Academic › peer-review

TY - CONF

T1 - Some remarks on Pade-approximations

AU - Vajta, Miklos

PY - 2000

Y1 - 2000

N2 - Padé approximations are widely used to approximate a dead-time in continuous control systems. It provides a finite-dimensional rational approximation of a dead-time. However, the standard Padé approximation (recommended in many textbooks) with equal numerator- and denominator degree, exhibits a jump at time t=0. This is highly undesirable in simulating dead-times. To avoid this phenomena we shall reconsider the Padé approximation with differnt numerator degrees.

AB - Padé approximations are widely used to approximate a dead-time in continuous control systems. It provides a finite-dimensional rational approximation of a dead-time. However, the standard Padé approximation (recommended in many textbooks) with equal numerator- and denominator degree, exhibits a jump at time t=0. This is highly undesirable in simulating dead-times. To avoid this phenomena we shall reconsider the Padé approximation with differnt numerator degrees.

KW - Padé approximation

KW - Rational functions

M3 - Paper

SP - 53

EP - 58

ER -