Practical Applications of Symbolic Computation |
Contents
SCALARS VECTORS AND TENSORS | 1 |
APPLICATIONS TO FLUID MECHANICS | 4 |
AERONAUTICAL APPLICATIONS | 77 |
Copyright | |
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Common terms and phrases
A)COS A)sin² ā¹ aerodynamic forces aerodynamic stability derivatives aircraft angular velocity ax¹ ax² ax³ B)COS B)SIN(B base vectors bivector body axes Christoffel symbols coefficients contravariant vector coordinate system coordinate transformation equations corresponding COS(A COS(A)SIN(A COS(B cos² covariant and contravariant covariant derivative curvilinear coordinate denoted derivatives with respect differential dt dt dx¹ dx² dx³ Earth-fixed equa equations of motion Əx¹ Əx² Əx³ əxi Əy¹ əyi əyi following form forces and moments formulation I:1 THRU inertia MACSYMA metric tensors mixed tensor obtained orthogonal Cartesian P₁ physical components polar coordinate system rate of change Ricci tensor ROW 3 COLUMN scalar SIN(A SIN(B sin² summation convention tensor components tensor of rank thrust vector tion transformation law U₁ U₂ wind-tunnel axes аха ахв ду дув дуг дуз дуі дут дха