Consider a 7.6-cm-diameter cylindrical lamb meat chunk 1030 kWm3, (p = 1030 Kg/m 3 , c p = 3 .49 kJ/kg .K), k = 0 .456 W/m .K, α = 1 .3 × 10 -7 m 2 /s) . Such a meat chunk intially at 2°C is dropped into boiling water at 95°C with a heat transfer coefficient of 1200 W/m 2 K. The time it takes for the center temperature of the meat chunk to rise to 75°C is (a) 136 min (b) 21.2 min (c) 13.6 min (d) 11.0 min (e) 8.5 min
Consider a 7.6-cm-diameter cylindrical lamb meat chunk 1030 kWm3, (p = 1030 Kg/m 3 , c p = 3 .49 kJ/kg .K), k = 0 .456 W/m .K, α = 1 .3 × 10 -7 m 2 /s) . Such a meat chunk intially at 2°C is dropped into boiling water at 95°C with a heat transfer coefficient of 1200 W/m 2 K. The time it takes for the center temperature of the meat chunk to rise to 75°C is (a) 136 min (b) 21.2 min (c) 13.6 min (d) 11.0 min (e) 8.5 min
Solution Summary: The author explains the time required for the center temperature of the meat chunk to rise to t=71° C and the thermal conductivity of cylindrical lamb.
Consider a 7.6-cm-diameter cylindrical lamb meat chunk 1030 kWm3,
(p = 1030 Kg/m
3
,
c
p
= 3
.49 kJ/kg
.K), k = 0
.456 W/m
.K,
α
= 1
.3
×
10
-7
m
2
/s)
. Such a meat chunk intially at 2°C is dropped into boiling water at 95°C with a heat transfer coefficient of 1200 W/m2 K. The time it takes for the center temperature of the meat chunk to rise to 75°C is
The system shown below is in statics equilibrium. Cable OB lies in the xy plane and makes a 30° angle with the positive x-axis. Cable OA lies along the negative y-axis. If the weight of the load being supported is 100 lb, determine the magnitude of the forces in all four cables: OA, OB, OC, and OD.
This is a mechanics/statics problem involving finding internal reactions, V(x) and M(x). Please refer to image for details. I'm not sure about where to take cuts and how to formulate the equations as a function of x. For my support Reactions I got Ay = 1008.33 lb, By = 1416.67 lb and Cy = 175 lb. and for the first cut V(x) = 1008.33 -250(x) and M(x) = 1008.33x - 125x^2. I'm struggling with the equations for the 2nd and 3rd cut.
As shown in the figure below, a ring is used to suspend a load and is supported by Cable OA and Spring OB. Given that the tension in Cable OA is 400 N, what is the weight of the load being supported? Assume the system is in static equilibrium.
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