A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION

A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION

In this paper, starting from general tangent equation in arbitrary point of specified curve, using principles of differential geometry and given mathematical transformation tangent equation of polytrophic function in p – v diagram was obtained. This form is convenient for solving numerous practical...

Full description

Bibliographic Details
Main Authors: B. Pejović, V. Mićić, M. Perušić, G. Tadić, S. Smiljanić
Format: Article
Language:English
Published: University of East Sarajevo, Faculty of Technology 2009-07-01
Series:Journal of Engineering & Processing Management
Online Access:http://jepm.tfzv.ues.rs.ba/index.php/Journal/article/view/113
id doaj-e6145ce723d5406b8da2d4a982b0762e
record_format Article
spelling doaj-e6145ce723d5406b8da2d4a982b0762e2020-11-24T22:09:21ZengUniversity of East Sarajevo, Faculty of TechnologyJournal of Engineering & Processing Management1840-47742566-36152009-07-01112535113A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTIONB. Pejović0V. Mićić1M. Perušić2G. Tadić3S. Smiljanić4Univerzitet u Istočnom Sarajevu, Tehnološki fakultet Zvornik, RS, BiHUniverzitet u Istočnom Sarajevu, Tehnološki fakultet Zvornik, RS, BiHUniverzitet u Istočnom Sarajevu, Tehnološki fakultet Zvornik, RS, BiHUniverzitet u Istočnom Sarajevu, Tehnološki fakultet Zvornik, RS, BiHUniverzitet u Istočnom Sarajevu, Tehnološki fakultet Zvornik, RS, BiHIn this paper, starting from general tangent equation in arbitrary point of specified curve, using principles of differential geometry and given mathematical transformation tangent equation of polytrophic function in p – v diagram was obtained. This form is convenient for solving numerous practical and theoretical problems in engineering thermodynamic by means of graphical method. It was shown that tangent can be constructed easily, using polytrophic equation only, but it is not example with other functions appearing in thermodynamics. Later, in this paper, we have given some methods, which refer to more exact construction of polytrophic and graphical analyze of polytrophic process.http://jepm.tfzv.ues.rs.ba/index.php/Journal/article/view/113
collection DOAJ
language English
format Article
sources DOAJ
author B. Pejović
V. Mićić
M. Perušić
G. Tadić
S. Smiljanić
spellingShingle B. Pejović
V. Mićić
M. Perušić
G. Tadić
S. Smiljanić
A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
Journal of Engineering & Processing Management
author_facet B. Pejović
V. Mićić
M. Perušić
G. Tadić
S. Smiljanić
author_sort B. Pejović
title A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
title_short A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
title_full A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
title_fullStr A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
title_full_unstemmed A FUNCTION PROPERTY OF POLYTROPHIC PROCESS WITH ASPECT OF TANGENT CONSTRUCTION
title_sort function property of polytrophic process with aspect of tangent construction
publisher University of East Sarajevo, Faculty of Technology
series Journal of Engineering & Processing Management
issn 1840-4774
2566-3615
publishDate 2009-07-01
description In this paper, starting from general tangent equation in arbitrary point of specified curve, using principles of differential geometry and given mathematical transformation tangent equation of polytrophic function in p – v diagram was obtained. This form is convenient for solving numerous practical and theoretical problems in engineering thermodynamic by means of graphical method. It was shown that tangent can be constructed easily, using polytrophic equation only, but it is not example with other functions appearing in thermodynamics. Later, in this paper, we have given some methods, which refer to more exact construction of polytrophic and graphical analyze of polytrophic process.
url http://jepm.tfzv.ues.rs.ba/index.php/Journal/article/view/113
work_keys_str_mv AT bpejovic afunctionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT vmicic afunctionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT mperusic afunctionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT gtadic afunctionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT ssmiljanic afunctionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT bpejovic functionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT vmicic functionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT mperusic functionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT gtadic functionpropertyofpolytrophicprocesswithaspectoftangentconstruction
AT ssmiljanic functionpropertyofpolytrophicprocesswithaspectoftangentconstruction
_version_ 1725812370059558912

Similar Items