WLASNOSCI DYNAMICZNE ZESPOLU PIECA OBROTOWEGO DLA MALYCH ODCHYLEK OD PUNKTU PRACY - 2. ANALIZA WLASNOSCI DYNAMICZNYCH.

Mieczyslaw Metzger

WLASNOSCI DYNAMICZNE ZESPOLU PIECA OBROTOWEGO DLA MALYCH ODCHYLEK OD PUNKTU PRACY - 2. ANALIZA WLASNOSCI DYNAMICZNYCH.

Mieczyslaw Metzger

Katedra Automatyki i Robotyki (RAU/RAU3)

Wyniki badań: Wkład do czasopisma › Artykuł › recenzja

Abstrakt

The resulting mathematical model of the dynamic properties of a rotary kiln unit is represented by the system of algebraic, integral and partial differential equations. The equations of the model, after performing linearization discussed in Part I, are rearranged into the transfer function matrix form. The paper presents an algorithm of matrix conversions, which makes it possible to compute the transfer function matrices. The analysis of dynamic interrelations between the rotary kiln and grate cooler is carried out.

Przetłumaczony tytuł wkładu	Dynamical Properties of a Rotary Kiln Unit Determined for Small Deviations from the Steady State Working Point - 2. Dynamic Properties.
Język oryginału	polski
Strony (od–do)	27-42
Liczba stron	16
Czasopismo	Arch Automat Telemech
Tom	27
Numer wydania	1-2
Status publikacji	Opublikowano - 1982

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Cytowanie

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title = "WLASNOSCI DYNAMICZNE ZESPOLU PIECA OBROTOWEGO DLA MALYCH ODCHYLEK OD PUNKTU PRACY - 2. ANALIZA WLASNOSCI DYNAMICZNYCH.",

abstract = "The resulting mathematical model of the dynamic properties of a rotary kiln unit is represented by the system of algebraic, integral and partial differential equations. The equations of the model, after performing linearization discussed in Part I, are rearranged into the transfer function matrix form. The paper presents an algorithm of matrix conversions, which makes it possible to compute the transfer function matrices. The analysis of dynamic interrelations between the rotary kiln and grate cooler is carried out.",

author = "Mieczyslaw Metzger",

year = "1982",

language = "polski",

volume = "27",

pages = "27--42",

journal = "Arch Automat Telemech",

number = "1-2",

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AU - Metzger, Mieczyslaw

PY - 1982

Y1 - 1982

N2 - The resulting mathematical model of the dynamic properties of a rotary kiln unit is represented by the system of algebraic, integral and partial differential equations. The equations of the model, after performing linearization discussed in Part I, are rearranged into the transfer function matrix form. The paper presents an algorithm of matrix conversions, which makes it possible to compute the transfer function matrices. The analysis of dynamic interrelations between the rotary kiln and grate cooler is carried out.

AB - The resulting mathematical model of the dynamic properties of a rotary kiln unit is represented by the system of algebraic, integral and partial differential equations. The equations of the model, after performing linearization discussed in Part I, are rearranged into the transfer function matrix form. The paper presents an algorithm of matrix conversions, which makes it possible to compute the transfer function matrices. The analysis of dynamic interrelations between the rotary kiln and grate cooler is carried out.

UR - https://www.scopus.com/pages/publications/0020248583

M3 - Artykuł

AN - SCOPUS:0020248583

VL - 27

SP - 27

EP - 42

JO - Arch Automat Telemech

JF - Arch Automat Telemech

IS - 1-2

ER -

WLASNOSCI DYNAMICZNE ZESPOLU PIECA OBROTOWEGO DLA MALYCH ODCHYLEK OD PUNKTU PRACY - 2. ANALIZA WLASNOSCI DYNAMICZNYCH.

Abstrakt

Obszary tematyczne ASJC Scopus

Inne pliki i linki

Fingerprint

Cytowanie