Application: Assume a small spacecraft is in open space. One panel is a dedicated radiator (dimensions in image) and is painted with S13 GLO white paint (emissivity = .89). If the radiator is at 30C and has a full view factor to space, how much heat can it reject from the system? (How much is this radiator radiating to space?). Use 3K for space temperature. Round answer up to one decimal place. No need to include units. (Remember that -/+ signs are used in respect to direction of energy transfer) 1 m Radiator .3 m

Application: Assume a small spacecraft is in open space. One panel is a dedicated radiator (dimensions in image) and is painted with S13 GLO white paint (emissivity = .89). If the radiator is at 30C and has a full view factor to space, how much heat can it reject from the system? (How much is this radiator radiating to space?). Use 3K for space temperature. Round answer up to one decimal place. No need to include units. (Remember that -/+ signs are used in respect to direction of energy transfer) 1 m Radiator .3 m

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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q12 Complete the answer
CHOOSE THE CORRECT ANSWER BELOW. MAKE SURE TO SHOW THE COMPLETE SOLUTION. AND FINAL ANSWERS SHOULD BE IN 4 DECIMAL PLACES.
Answer the questions below, (Insert the numerical value only, do not use ,+, *, or /) The Relative error for your answer should be less than 0.01, which means if the answer was 50, then the error should not exceed 50*0.01= ±0.5! if the answer was 230, then the error should not exceed 230*0.01= +2 3! if the answer was 2.31467*10^ 3, then you should enter this value: 0.00231467, not this 0.0023 !!!! K2 K1 M1 fv1 M2 f(t) if M1=4, M2=3, fv1=7, K1=4, K2=6. Find the state equations for the translational mechanical system shown in Figure. [d/dt(r1) d/dt(v1) [(1.1) (1.2) (1.3) (1.4) rl (1)] (2.1) (2.2) (2.3) (2.4) (3.1) (3.2) (3.3) (3.4) [(4.1) (4.2) (4.3) (4.4)] vl * f(t)$$ $$ d/dt(r2) d/dt(v2) r2
what is the xbar distance (from left edge of part)?
resolve, results not similar to given solutions
d) Determine the factor of safety n. Enter your answer to 2 decimal places.
70 40* 1.10 m 2.00 m 1.25 m
9- O A) 3*F(AD)=(5.385)*F(AE) B) F(AC)=(5.385)*F(AB) C) 2*F(AD)=(5.385)*F(AC) O D) F(AE)=W O E) 4*F(AD)=(5.385)*F(AB)