Fig.s_2.1_To_2.16

Fig.s_2.1_To_2.16 - Fig. 2/1 Fig. 2/4 (a) K L Fig. 2/4 (b)...

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Fig. 2/1 Fig. 2/4 (a)
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Fig. 2/4 (b) K L ( time = t ) ( time = t + Δ t) Fig. 2/5
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Fig. 2/7
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Fig. 2/10 (a)
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Fig. 2/12 Fig. 2/13 (a)
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Fig. 2/16
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v r , a r IN SPACE CURVILINEAR MOTION Rectangular coord.s ( x, y, z ) : R r = x i r + y j r + z k r v r = R r = x i r + y j r + z k r x v i r + y v j r + z v k r a r = v r = R r = x i r + y j r + z k r x a i r + y a j r + z a k r Cylindrical coord.s ( r, θ , z ) ( extension of polar ) : R r = r r e r + z k r v r = ( r ) r e r + ( r θ ) e θ r + ( z ) k r v r r e r + v θ e θ r + v z k r a r = ( r && - r θ 2 ) r e r + ( r θ + 2 r θ ) e θ r + z k r a r r e r + a θ e θ r + a z k r Spherical coord.s ( R, θ , φ ) : v r = ( R ) R e r + ( R θ cos φ ) e θ r + ( R φ
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Fig.s_2.1_To_2.16 - Fig. 2/1 Fig. 2/4 (a) K L Fig. 2/4 (b)...

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