Question

For a geared five-bar mechanism with a connecting rod and sliding output in the position shown, Gear 1 is the driving link and rotates with a constant angular velocity of 30 rad/s CCW. Ratio of Gear 1 tooth over Gear 2 tooth is 1. heta_6 qquad h_g qquad b_g heta_3 qquad a_g delta heta_2 qquad f_g heta_5 qquad d_g qquad c_g heta_4 qquad t_g S_0 qquad S GEAR 1 GEAR 2 Write the vector closure equation for the linkage analysis and confirm your vector closure equation or equation in the following multiple choices. a) $a_g + b_g = c_g + d_g + f_g$ and $d_g + c_g + h_g = S_0 + S + t_g$ b) $d_g + c_g + h_g = S_0 + S + t_g$ c) $a_g + b_g + h_g = f_g + S_0 + S + t_g$ d) $a_g + b_g = c_g + d_g + f_g$ and $a_g + b_g + h_g = f_g + S_0 + S + t_g$ e) $a_g + b_g = c_g + d_g + f_g$

          For a geared five-bar mechanism with a connecting rod and sliding output in the position shown, Gear 1 is the driving link and rotates with a constant angular velocity of 30 rad/s CCW. Ratio of Gear 1 tooth over Gear 2 tooth is 1.
	heta_6
qquad h_g
qquad b_g
	heta_3
qquad a_g
delta
	heta_2
qquad f_g
	heta_5
qquad d_g
qquad c_g
	heta_4
qquad t_g
S_0
qquad S
GEAR 1
GEAR 2
Write the vector closure equation for the linkage analysis and confirm your vector closure equation or equation in the following multiple choices.
a) $a_g + b_g = c_g + d_g + f_g$ and $d_g + c_g + h_g = S_0 + S + t_g$
b) $d_g + c_g + h_g = S_0 + S + t_g$
c) $a_g + b_g + h_g = f_g + S_0 + S + t_g$
d) $a_g + b_g = c_g + d_g + f_g$ and $a_g + b_g + h_g = f_g + S_0 + S + t_g$
e) $a_g + b_g = c_g + d_g + f_g$

For a geared five-bar mechanism with a connecting rod and sliding output in the position shown, Gear 1 is the driving link and rotates with a constant angular velocity of 30 rad/s CCW. Ratio of Gear 1 tooth over Gear 2 tooth is 1.
heta6
qquad hg
qquad bg
heta3
qquad ag
delta
heta2
qquad fg
heta5
qquad dg
qquad cg
heta4
qquad tg
S0
qquad S
GEAR 1
GEAR 2
Write the vector closure equation for the linkage analysis and confirm your vector closure equation or equation in the following multiple choices.
a) ag + bg = cg + dg + fg and dg + cg + hg = S0 + S + tg
b) dg + cg + hg = S0 + S + tg
c) ag + bg + hg = fg + S0 + S + tg
d) ag + bg = cg + dg + fg and ag + bg + hg = fg + S0 + S + tg
e) ag + bg = cg + dg + fg

Added by Rhonda H.

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