A diffuse, gray radiation shield of 60−mm diameter and emissivities of ε 2 , i = 0.01 and ε 2 , o = 0.1 on the inner and outer surfaces, respectively, is concentric with a long tube transporting a hot process fluid. The tube surface is black with a diameter of 20 mm. The region interior to the shield is evacuated. The exterior surface of the shield is exposed to a large room whose walls are at 17°C and experiences con vection with air at 27°C and a convection heat transfer coefficient of 10 W/m 2 ⋅ K . Determine the operating temperature for the inner tube if the shield temperature is maintained at 42°C.
A diffuse, gray radiation shield of 60−mm diameter and emissivities of ε 2 , i = 0.01 and ε 2 , o = 0.1 on the inner and outer surfaces, respectively, is concentric with a long tube transporting a hot process fluid. The tube surface is black with a diameter of 20 mm. The region interior to the shield is evacuated. The exterior surface of the shield is exposed to a large room whose walls are at 17°C and experiences con vection with air at 27°C and a convection heat transfer coefficient of 10 W/m 2 ⋅ K . Determine the operating temperature for the inner tube if the shield temperature is maintained at 42°C.
Solution Summary: The author compares the operating temperature for the inner tube and the temperature of the heated tube.
A diffuse, gray radiation shield of 60−mm diameter and emissivities of
ε
2
,
i
=
0.01
and
ε
2
,
o
=
0.1
on the inner and outer surfaces, respectively, is concentric with a long tube transporting a hot process fluid. The tube surface is black with a diameter of 20 mm. The region interior to the shield is evacuated. The exterior surface of the shield is exposed to a large room whose walls are at 17°C and experiences con vection with air at 27°C and a convection heat transfer coefficient of
10
W/m
2
⋅
K
. Determine the operating temperature for the inner tube if the shield temperature is maintained at 42°C.
For Problems 5–19 through 5–28, design a crank-rocker mechanism with a time ratio of Q, throw angle of (Δθ4)max, and time per cycle of t. Use either the graphical or analytical method. Specify the link lengths L1, L2, L3, L4, and the crank speed.
Q = 1; (Δθ4)max = 78°; t = 1.2s.
3) find the required fillet welds size if the allowable
shear stress is 9.4 kN/m² for the figure below.
Calls
Ans: h=5.64 mm
T
=
حاجة
، منطقة
نصف القوة
250
190mm
450 mm
F= 30 KN
そのに青
-F₂= 10 KN
F2
a problem existed at the stocking stations of a mini-load AS/RS (automated storage and retrieval system) of a leading electronics manufacturer (Fig.1). At these stations, operators fill the bin delivered by the crane with material arriving in a tote over a roller conveyor. The conveyor was designed at such a height that it was impossible to reach the hooks comfortably even with the tote extended. Furthermore, cost consideration came into the picture and the conveyor height was not reduced. Instead, a step stool was considered to enable the stocker to reach the moving hooks comfortably. The height of the hooks from the floor is 280.2 cm (AD). The tote length is 54.9 cm. The projection of tote length and arm reach, CB = 66.1 cm. a) What anthropometric design principles would you follow to respectively calculate height, length, and width of the step to make it usable to a large number of people? b) What is the minimum height (EF) of the step with no shoe allowance? c) What is the minimum…
Vector Mechanics for Engineers: Statics and Dynamics
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