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13.28 serie Schaum
In[253]:= Clear@"Global`∗"D
In[254]:= H∗valores numericos∗Lrb = 80, 8, 0<;
α = 80, 0, −3< ;
ω = 80, 0, 2<;
a0 = 80, 0, 0<;
vr = 80, 10, 0<;
art = 80, 20, 0<;
rr = 8−8, 0, 0<;
ωr = 80, 0, −10 ê 8<;
aceleración de arrastre
In[262]:= a0
α�rb H∗ abt
∗Lω�Hω�rbL H∗ ab
n∗L
Out[262]= 80, 0, 0<
Out[263]= 824, 0, 0<
Out[264]= 80, −32, 0<
In[265]:= ab = %%% + %% + %
Out[265]= 824, −32, 0<
aceleración de coriolis
In[266]:= ac = 2 ∗ ω�vr H∗ ac ∗LOut[266]= 8−40, 0, 0<
aceleración relativa
In[267]:= art H∗ art
∗Lωr �Hωr �rrL H∗ ar
n∗L
Out[267]= 80, 20, 0<
Out[268]= :25
2
, 0, 0>
In[269]:= ar = %% + %
Out[269]= :25
2
, 20, 0>
aceleracion total
In[270]:= ab + ac + ar êê N
Out[270]= 8−3.5, −12., 0.<
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