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Tenzorlar həndəsi predmetlər olub həndəsi vektorlar, və başqa tenzorlar arasında xətli əlaqəni təsvir edir. Belə əlaqələrə elementar nümunələr skalyar hasil, ola bilər. Evkilid vektorları çox zaman fizikada və texnikada istifadə edilir. Skalyarlar da həmçinin tenzorlardır.
ki, sütunları e1, e2, and e3 istiqamətlərində kubun üzlərinə təsir göstərən gərginliklərdir (vahid sahədəki qüvvə).
Koşi gərginlik tenzoru T buna misal ola bilər.
Xarici keçidlər
- Introduction to Vectors and Tensors, Vol 1: Linear and Multilinear Algebra by Ray M. Bowen and C. C. Wang.
- Introduction to Vectors and Tensors, Vol 2: Vector and Tensor Analysis by Ray M. Bowen and C. C. Wang.
- An Introduction to Tensors for Students of Physics and Engineering by Joseph C. Kolecki, Glenn Research Center, Cleveland, Ohio, released by NASA
- Foundations of Tensor Analysis for Students of Physics and Engineering With an Introduction to the Theory of Relativity by Joseph C. Kolecki, Glenn Research Center, Cleveland, Ohio, released by NASA
- A discussion of the various approaches to teaching tensors, and recommendations of textbooks 2005-11-04 at the Wayback Machine
- Introduction to tensors an original approach by S Poirier
- A Quick Introduction to Tensor Analysis by R. A. Sharipov.
- Richard P. Feynman's Lecture on tensors.
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Tenzorlar hendesi predmetler olub hendesi vektorlar ve basqa tenzorlar arasinda xetli elaqeni tesvir edir Bele elaqelere elementar numuneler skalyar hasil ola biler Evkilid vektorlari cox zaman fizikada ve texnikada istifade edilir Skalyarlar da hemcinin tenzorlardir ikinci tertib tenzor Bu tenzorun uc olculu Kartersian koordinat sisteminde komponentleri matrix sekilindedir s T e1 T e2 T e3 s11s12s13s21s22s23s31s32s33 displaystyle begin aligned sigma amp begin bmatrix mathbf T mathbf e 1 mathbf T mathbf e 2 mathbf T mathbf e 3 end bmatrix amp begin bmatrix sigma 11 amp sigma 12 amp sigma 13 sigma 21 amp sigma 22 amp sigma 23 sigma 31 amp sigma 32 amp sigma 33 end bmatrix end aligned ki sutunlari e1 e2 and e3 istiqametlerinde kubun uzlerine tesir gosteren gerginliklerdir vahid sahedeki quvve Kosi gerginlik tenzoru T buna misal ola biler Xarici kecidlerIntroduction to Vectors and Tensors Vol 1 Linear and Multilinear Algebra by Ray M Bowen and C C Wang Introduction to Vectors and Tensors Vol 2 Vector and Tensor Analysis by Ray M Bowen and C C Wang An Introduction to Tensors for Students of Physics and Engineering by Joseph C Kolecki Glenn Research Center Cleveland Ohio released by NASA Foundations of Tensor Analysis for Students of Physics and Engineering With an Introduction to the Theory of Relativity by Joseph C Kolecki Glenn Research Center Cleveland Ohio released by NASA A discussion of the various approaches to teaching tensors and recommendations of textbooks 2005 11 04 at the Wayback Machine Introduction to tensors an original approach by S Poirier A Quick Introduction to Tensor Analysis by R A Sharipov Richard P Feynman s Lecture on tensors