A square isothermal chip is of width w = 5 mm on aside and is mounted in a substrate such that its side andback surfaces are well insulated; the front surface isexposed to the how of a coolant at T ∞ = 15 ° C . Frontreliability considerations, the chip temperature must notexceed T = 85 ° C . If the coolant is air and the corresponding convectioncoefficient is h = 200 W/m 2 ⋅ K , what is the maximumallowable chip power? If the coolant is a dielectricliquid for which h = 300 W/m 2 ⋅ K , what is the maximum allowable power?
A square isothermal chip is of width w = 5 mm on aside and is mounted in a substrate such that its side andback surfaces are well insulated; the front surface isexposed to the how of a coolant at T ∞ = 15 ° C . Frontreliability considerations, the chip temperature must notexceed T = 85 ° C . If the coolant is air and the corresponding convectioncoefficient is h = 200 W/m 2 ⋅ K , what is the maximumallowable chip power? If the coolant is a dielectricliquid for which h = 300 W/m 2 ⋅ K , what is the maximum allowable power?
Solution Summary: The author explains the maximum allowable chip power with air and with dielectric liquid as coolant.
A square isothermal chip is of width
w
=
5
mm
on aside and is mounted in a substrate such that its side andback surfaces are well insulated; the front surface isexposed to the how of a coolant at
T
∞
=
15
°
C
. Frontreliability considerations, the chip temperature must notexceed
T
=
85
°
C
.
If the coolant is air and the corresponding convectioncoefficient is
h
=
200
W/m
2
⋅
K
, what is the maximumallowable chip power? If the coolant is a dielectricliquid for which
h
=
300
W/m
2
⋅
K
, what is the maximum allowable power?
Consider the heat engine operating at steady state between the two thermal reservoirs shown at the right while producing a net power output of 700 kW. If 1000 kW of heat (Q̇H) is transferred to the heat engine from a thermal reservoir at a temperature of TH = 900 K, and heat is rejected to a thermal reservoir at a temperature of TL = 300 K, is this heat engine possible?
Can you answer this question for me and show all of the work
1.12 A disk of constant radius r is attached to a telescoping rod that is
extending at a constant rate as shown in Fig. P1.12. Both the disk
and the rod are rotating at a constant rate. Find the inertial
velocity and acceleration of point P at the rim of the disk.
ท2
L
0
SS
P
α
e
0
O'
êL
Fig. P1.12 Rotating disk attached to telescoping rod.
60 LL
Two different options A and B with brake pads for disc brakes are connected to the rope drum. The diameter of the rope drum is 150 mm. What distance must the pads B be at from the center of rotation to cover the same distance as A?A B- Width 50 mm - Width 60 mm- Evidence center 120mm - Construction power 900 N from rotation center.- Maintains a weight of 200 kgwhen the installation force is 1.4kN
(μ is missing from the data)M=μF(Ry-Ri)Right answer R=187 mm
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