Question

EML 3262 Kin/Dyn Force Analysis of Fourbar: Using the equations in the attached page (handout), find the forces and moments acting in a four-bar mechanism. The data for the particular fourbar you will solve are: $omega_2$ = 50 rad/s CCW Link 1 Link 2 Link 3 Link 4 $r_i$ (cm) 6.0 1.5 9.0 8.0 $b_i$ (cm) — 1.0 4.0 3.0 $m_i$ (grams) — 2.0 10.0 7.0 $phi_i$ (degrees) — 0 5.0 0 $I_{Gi}$ (gram-$cm^2$) — — 80.0 30.0 Find: ($F_{12})_x$, ($F_{12})_y$, ($F_{23})_x$, ($F_{23})_y$, ($F_{34})_x$, ($F_{34})_y$, ($F_{14})_x$, ($F_{14})_y$ and $M_{12}$, when $ heta_2$ = 30 degrees.

          EML 3262
Kin/Dyn
Force Analysis of Fourbar: Using the equations in the attached page (handout), find the forces and
moments acting in a four-bar mechanism.
The data for the particular fourbar you will solve are:
$omega_2$ = 50 rad/s CCW
Link 1	Link 2	Link 3	Link 4
$r_i$ (cm)	6.0	1.5	9.0	8.0
$b_i$ (cm)	—	1.0	4.0	3.0
$m_i$ (grams)	—	2.0	10.0	7.0
$phi_i$ (degrees)	—	0	5.0	0
$I_{Gi}$ (gram-$cm^2$)	—	—	80.0	30.0
Find: ($F_{12})_x$, ($F_{12})_y$, ($F_{23})_x$, ($F_{23})_y$, ($F_{34})_x$, ($F_{34})_y$, ($F_{14})_x$, ($F_{14})_y$ and $M_{12}$, when $	heta_2$ = 30 degrees.

EML 3262
Kin/Dyn
Force Analysis of Fourbar: Using the equations in the attached page (handout), find the forces and
moments acting in a four-bar mechanism.
The data for the particular fourbar you will solve are:
omega2 = 50 rad/s CCW
Link 1 Link 2 Link 3 Link 4
ri (cm) 6.0 1.5 9.0 8.0
bi (cm) — 1.0 4.0 3.0
mi (grams) — 2.0 10.0 7.0
phii (degrees) — 0 5.0 0
IGi (gram-cm^2) — — 80.0 30.0
Find: (F12)x, (F12)y, (F23)x, (F23)y, (F34)x, (F34)y, (F14)x, (F14)y and M12, when heta2 = 30 degrees.

Added by Jeffrey C.

Question

Please give Ace some feedback