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Football's Most Wanted: The Top 10 Book of the Great Game's Outrageous par Conner

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Numéro de l'objet eBay :403959806791
Dernière mise à jour : mai 27, 2024 06:14:20 HAEAfficher toutes les modificationsAfficher toutes les modifications

Caractéristiques de l'objet

État
Bon: Un livre qui a été lu, mais qui est en bon état. La couverture présente des dommages infimes, ...
Publication Date
2000-09-01
Pages
400
ISBN
9781574883091
Book Title
Football's Most Wanted : The Top Ten Book of the Great Game's Outrageous Characters, Fortunate Fumbles and Other Oddities
Book Series
Most Wanted (Tm) Ser.
Item Length
9.8 in
Publisher
Potomac Books, Incorporated
Publication Year
2000
Format
Trade Paperback
Language
English
Illustrator
Yes
Item Height
0.6 in
Author
Floyd Conner
Genre
Sports & Recreation
Topic
General, Football
Item Width
5.9 in
Item Weight
11.1 Oz
Number of Pages
400 Pages

À propos de ce produit

Product Information

In 1920, the University of Texas Longhorns ate their mascot at a postseason banquet. In 1940, Turk Edwards of the Washington Redskins suffered a career-ending knee injury during the pre-game coin toss. In 1969, Clive Rush was nearly electrocuted while being introduced as the new coach of the Boston Patriots. During the 1893 Army-Navy game, a general punched a heckling admiral and challenged him to a duel, which resulted in President Grover Cleveland suspending the game for six years. Football's Most Wanted(TM) features the worst players, the most inept teams, the strangest plays, the most bizarre nicknames, the most fantastic finishes, the dirtiest players, the oddest injures, the greatest upsets, and the most boneheaded calls in both professional and college football. Many of these 700 anecdotes, arranged in 70 top-ten lists, are published here for the first time. Football's Most Wanted(TM) features the worst players, the most inept teams, the strangest plays, the most bizarre nicknames, the most fantastic finishes, the dirtiest players, the oddest injures, the greatest upsets, and the most boneheaded calls in both professional and college football. Many of these 700 anecdotes, arranged in 70 top-ten lists, are published here for the first time.

Product Identifiers

Publisher
Potomac Books, Incorporated
ISBN-10
1574883097
ISBN-13
9781574883091
eBay Product ID (ePID)
1758303

Product Key Features

Book Title
Football's Most Wanted : The Top Ten Book of the Great Game's Outrageous Characters, Fortunate Fumbles and Other Oddities
Author
Floyd Conner
Format
Trade Paperback
Language
English
Topic
General, Football
Book Series
Most Wanted (Tm) Ser.
Publication Year
2000
Illustrator
Yes
Genre
Sports & Recreation
Number of Pages
400 Pages

Dimensions

Item Length
9.8 in
Item Height
0.6 in
Item Width
5.9 in
Item Weight
11.1 Oz

Additional Product Features

Lc Classification Number
Gv950.5.C65 2000
Table of Content
Introduction 1. The variational approach to mechanics 2. The procedure of Euler and Lagrange 3. Hamilton's procedure 4. The calculus of variations 5. Comparison between the vectorial and the variational treatments of mechanics 6. Mathematical evaluation of the variational principles 7. Philosophical evaluation of the variational approach to mechanics I. The Basic Concepts of Analytical Mechanics 1. The Principal viewpoints of analytical mechanics 2. Generalized coordinates 3. The configuration space 4. Mapping of the space on itself 5. Kinetic energy and Riemannian geometry 6. Holonomic and non-holonomic mechanical systems 7. Work function and generalized force 8. Scleronomic and rheonomic systems. The law of the conservation of energy II. The Calculus of Variations 1. The general nature of extremum problems 2. The stationary value of a function 3. The second variation 4. Stationary value versus extremum value 5. Auxiliary conditions. The Lagrangian lambda-method 6. Non-holonomic auxiliary conditions 7. The stationary value of a definite integral 8. The fundamental processes of the calculus of variations 9. The commutative properties of the delta-process 10. The stationary value of a definite integral treated by the calculus of variations 11. The Euler-Lagrange differential equations for n degrees of freedom 12. Variation with auxiliary conditions 13. Non-holonomic conditions 14. Isoperimetric conditions 15. The calculus of variations and boundary conditions. The problem of the elastic bar III. The principle of virtual work 1. The principle of virtual work for reversible displacements 2. The equilibrium of a rigid body 3. Equivalence of two systems of forces 4. Equilibrium problems with auxiliary conditions 5. Physical interpretation of the Lagrangian multiplier method 6. Fourier's inequality IV. D'Alembert's principle 1. The force of inertia 2. The place of d'Alembert's principle in mechanics 3. The conservation of energy as a consequence of d'Alembert's principle 4. Apparent forces in an accelerated reference system. Einstein's equivalence hypothesis 5. Apparent forces in a rotating reference system 6. Dynamics of a rigid body. The motion of the centre of mass 7. Dynamics of a rigid body. Euler's equations 8. Gauss' principle of least restraint V. The Lagrangian equations of motion 1. Hamilton's principle 2. The Lagrangian equations of motion and their invariance relative to point transformations 3. The energy theorem as a consequence of Hamilton's principle 4. Kinosthenic or ignorable variables and their elimination 5. The forceless mechanics of Hertz 6. The time as kinosthenic variable; Jacobi's principle; the principle of least action 7. Jacobi's principle and Riemannian geometry 8. Auxiliary conditions; the physical significance of the Lagrangian lambda-factor 9. Non-holonomic auxiliary conditions and polygenic forces 10. Small vibrations about a state of equilibrium VI. The Canonical Equations of motion 1. Legendre's dual transformation 2. Legendre's transformation applied to the Lagrangian function 3. Transformation of the Lagrangian equations of motion 4. The canonical integral 5. The phase space and the space fluid 6. The energy theorem as a consequence of the canonical equations 7. Liouville's theorem 8. Integral invariants, Helmholtz' circulation theorem 9. The elimination of ignorable variables 10. The parametric form of the canonical equations VII. Canonical Transformations 1. Coordinate transformations as a method of solving mechanical problems 2. The Lagrangian point transformations 3. Mathieu's and Lie's transformations 4. The general canonical transformation 5. The bilinear differential form 6. The bracket
Copyright Date
2000
Target Audience
Trade
Lccn
00-062151
Dewey Decimal
796.332
Dewey Edition
21

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