ASE 365 HW 1 Solutions

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School

Lone Star College, CyFair *

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Course

365

Subject

Electrical Engineering

Date

Oct 30, 2023

Type

pdf

Pages

6

Uploaded by cappin12

1) F80 /2) coordinate system O it Io " M Ix 01 r / my T Es 3 as compatibility x = r bi = ro -> k = ri - i = r 6) Constitutives Law Fs = k x C Equilibrium [Mo-5 . -Fir= Io8 Io = M T = E + Fs [Fx = my - T = mi my - (20 + kx) = mi mi + (E) + kx = my (m + 2) + kx = my Key = K
2) eI 1) FOU /2) coordinativ ~ k2 Fs , A O Ox - Fsz - Toy It * -> nee m Ix Fs , t -- my 3) a) compatibility SA = a Sint = GO 30 = bsi8 = 60] given &< 6) Constitutive Laws Fs , = k , (2 - AA) = k , (X - a) * assuming < at Fsz = kz (18-0) = kebO c) Equilibrium [Mo= Fs , a- Fs2 . 6 = 0 [Fx= my- Es , = mi k , (X - a) . a - (k - bt) . b = 0 my - k , (X-at) = mi using ak , X - k , a - k2628 = 0 my - K , x + k , "a x = mi ak , = (k , a 2 + K2 62) 8 (k , a + k26) G = k , a X (k , a + k2b20 mi t I K , - Ka I X = my (k , a + k2b2)
mi + /k , CK , a +Ke6Y) - Kia I x = my (k , a + k262) m + KIK262 x = my (k , a + k=b2) Reg = K , K2 62 (1x , q2 + kzb2)
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