Loading...

QR Code

Cartesian Tensors: With application to mechanics, fluid mechanics and elasticity

Bibliographic Details
Main Author:	Goodbody, A M
Format:	Printed Book
Language:	English
Published:	Chichester Ellis Horwood 1982
Subjects:	Cartesian tensors > Tensors > Trignometry > Co-ordinate geometry > Mathematics > Number theory > Set theory > Group theory > Mathematical sciences > Vectors

Similar Items

text book of cartesian tensors
by: Narayan, Shanti
Published: (1956)

Introduction to vectors and cartesian tensors; a programmed text for students of engineering and science
by: Haskell, Richard E
Published: (1972)

Cartesian Tensors.-3rd ed.
by: Shanti Narayan
Published: (1968)

Vectors, tensors and groups
by: Bak, Thor A.
Published: (1967)

Cartesian tensors in engineering science
by: Jaeger, L G
Published: (1966)

Vector and tensor analysis
by: Young, Eutiquio C
Published: (1978)

Vectors and Tensors for engineers and scientists
by: Hinchey, Fred A
Published: (1976)

Vectors and Tensors for engineers and scientists
by: Hinchey, Fred A
Published: (1976)

(A) Contribution to the vector and tensor analysis
by: Jankovic, Zlatko
Published: (1969)

Schaums ouline of theory and problems of vector analysis and an introduction to tensor analysis
by: R, Spiegel Murray
Published: (1959)

Vector analysis: including the dynamics of a rigid body
by: Smith, G.D
Published: (1962)

Tensar vislesanam
by: Namputirippatu, K B M
Published: (1974)

Cartesian tensors : with applications to mechanics, fluid mechanics and elasticity /
by: Goodbody, A. M.
Published: (1982)

Cartesian tensors
by: Jeffreys, Harold
Published: (1961)

Cartesian tensors : An introduction /
by: Temple G.
Published: (1960)

Cartesian tensors : An introduction /
by: Temple, G.
Published: (1960)

Nonlinear oscillations, dynamical systems, and bifurcations of vector fields
by: Guckenheimer, John
Published: (1983)

manifolds all of whose geodesics are closed
by: Besse, Arthur L
Published: (1978)

Riemannian geometry fiber bundles kaluzaklein theories and all that
by: Coquereaux, Robert
Published: (1988)

Elementary theory of Eisenstein series
by: Kubota, Tomio
Published: (1973)

Textbook of cartesian tensors : With an introduction to general tensors /
by: Shanti Narayan
Published: (1956)

Textbook of cartesian tensors : With an introduction to general tensors /
by: Shanti Narayan
Published: (1968)

Textbook of cartesian tensors : With an introduction to general tensors /
by: Shanti Narayan
Published: (1968)

Spinors and Calibrations
by: Harvey, Reese F
Published: (1990)

Vectors, tensors and groups
by: Bak, Thor A.
Published: (1967)

Schaum's ouline of theory and problems of descriptive geometry
by: Hawk, Monor Clyde
Published: (1962)

Vector and tensor analysis
by: Hay, G E
Published: (1953)

Tensors in mechanics and elasticity tr by Robert O Brennan /
by: Brillouin, Leon
Published: (1964)

Vectors and Tensors in Crystallography
by: Sands,Donald E
Published: (1982)

Kinematic spaces
by: Pimenov, R I
Published: (1970)

Relativistic quantum fields
by: Nash, C
Published: (1970)

Tensor analysis and continuum mechanics
by: Flugge, Wilhelm
Published: (1972)

Tensoe Analysis Theory and Applications
by: Sokolnikoff.L.S
Published: (1951)

Vectors and matrices
by: Liebeck, Pamela
Published: (1971)

Cartesian tensors,
by: Jeffreys, Harold, Sir
Published: (1969)

Spinors in Hilbert space
by: Dirac, Paul Adrien Maurice
Published: (1974)

Integral geometry and geometric probability
by: Sors, Luis Antonio Santalo
Published: (1976)

A text book of cartesian tensors: with an introduction to General Tensors
by: Narayan, Shanti
Published: (1961)

Vector and tensor analysis
by: Hay, G E
Published: (1953)

Differntial geometry
by: Brooks, Robert
Published: (1983)