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2. Calculation of Straight-Line Reactions and Reaction Influence Number Matrix: Calculate both the straight-line reactions and the Reaction Influence Number matrix for the following shafting system: $W_p = 8,000 lbs$ $W_g = 9,000 lbs$ $d_1 = 12''$ $d_2 = 10''$ $d_3 = 10''$ $d_4 = 11''$ $l_1 = 40''$ $l_2 = 130''$ $l_3 = 195''$ $l_4 = 50''$ round solid steel shaft, steel $\gamma = 0.283 lbs/in^3$

          2. Calculation of Straight-Line Reactions and Reaction Influence Number Matrix:
Calculate both the straight-line reactions and the Reaction Influence Number matrix for
the following shafting system:
$W_p = 8,000 lbs$
$W_g = 9,000 lbs$
$d_1 = 12''$
$d_2 = 10''$
$d_3 = 10''$
$d_4 = 11''$
$l_1 = 40''$
$l_2 = 130''$
$l_3 = 195''$
$l_4 = 50''$
round solid steel shaft, steel $\gamma = 0.283 lbs/in^3$

2. Calculation of Straight-Line Reactions and Reaction Influence Number Matrix:
Calculate both the straight-line reactions and the Reaction Influence Number matrix for
the following shafting system:
Wp = 8,000 lbs
Wg = 9,000 lbs
d1 = 12”
d2 = 10”
d3 = 10”
d4 = 11”
l1 = 40”
l2 = 130”
l3 = 195”
l4 = 50”
round solid steel shaft, steel γ = 0.283 lbs/in^3

Added by Nichole G.

University Physics with Modern Physics

Hugh D. Young 14th Edition

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Solved by Expert Christopher Dzorkpata

Step 1

Calculate the weight of the propeller and associated length of shafting (Wp): Wp = 8,000 lbs Show more…

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Calculate the straight line reactions and Reaction Influence Number matrix. Assume that Wp includes the weight of the propeller and the associated length of shafting L1. Assume that Wg includes the weight of the low speed gear and the associated length of gear shafting L4. 2. Calculation of Straight-Line Reactions and Reaction Influence Number Matrix: Calculate both the straight-line reactions and the Reaction Influence Number matrix for the following shafting system: Wp=8,000 lbs Wg=9,000 lbs e l2 d=12 d=10 d=10 d4=11 =40 =130 3=195 4=50 round solid steel shaft, steel =0.283 lbs/inÂ³