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s1 s2
— + x + — = t3
v3 v3
v3 = 12
/3*s2
|—-|
s2 v1 /
— + x + —— = t2
v1 2
s
— = t1
v1
t1 = t2
t3 – t2 = 2*x
s1 + s2 = s
=
$$frac{12 x}{v_{1} – 12}$$
=
12*x/(-12 + v1)
$$t_{11} = frac{12 x}{v_{1} – 12}$$
=
$$frac{12 x}{v_{1} – 12}$$
=
12*x/(-12 + v1)
$$v_{31} = 12$$
=
$$12$$
=
12
$$s_{11} = frac{2 v_{1} x left(v_{1} + 6right)}{5 v_{1} – 60}$$
=
$$frac{2 v_{1} x left(v_{1} + 6right)}{5 v_{1} – 60}$$
=
0.4*v1*x*(6 + v1)/(-12 + v1)
$$s_{21} = – frac{2 v_{1} x left(v_{1} – 24right)}{5 v_{1} – 60}$$
=
$$- frac{2 v_{1} x left(v_{1} – 24right)}{5 v_{1} – 60}$$
=
-2*v1*x*(-24 + v1)/(-60 + 5*v1)
$$t_{31} = frac{2 x left(v_{1} – 6right)}{v_{1} – 12}$$
=
$$frac{2 x left(v_{1} – 6right)}{v_{1} – 12}$$
=
2*x*(-6 + v1)/(-12 + v1)
$$s_{1} = frac{12 v_{1} x}{v_{1} – 12}$$
=
$$frac{12 v_{1} x}{v_{1} – 12}$$
=
12*v1*x/(-12 + v1)