.

\

,

)

For roof:

YT RT er

sa

a Yoo) |

—
384EI,
~0. oas {384
Yso, 7 oa) + 0,403
& so ~ Yoox)

~ 510y; + 1490(y2 ~ yy) - 2940(yy ~ yg) + 0,00207(11,370)y,
+ 0.01924(3810)(y, ~ y,) ~ 1.02131(1760)(y, - y,) + Hes (¥s ~ ¥2)

Second floor:

16,33mh)

(us, + hie)
mT
Pa [e pte

weit h}

oo

4091m.h

Bw, Ra Ym ayy “a0007 Ys
_ $6Tmgh

2,000 ¥s¢ ey

(C.82}

Third floor:

16,133mgh_ 4091m.h ) .

(x * “31,000 7 “4z,G00{1} t 32 * CL ~ G) fwplt) b - wy) hy ~ Ry, + Ry + G3 - yy

(3501meh
(1+ fy) helyg - yy) fk yyy + (ai
42,000

| 367msh,

cP, ,

21,000 ‘) Yat & Weo7¥)

(€.89)

Roof:

7883 mgh _ Sigh |

{uc « 31,000"

85¢imgh

307mpb ,

21,0001 Oo * Bi000i) t Ya * po a- Slt

X [we (t) h— wait) hi - Rt (fh, + ty} Ry7 Gy, - (b+ 6) Bil ye)
— hte - (Lg) Ga yd > (tg - yf) ky; + us ~Y23

(C.84)

where Ry. Ry, and Ry, are the resisting shears of tre f= 4-' «5d ress
walls developed at the
6econd floor, third floor: and rool, respectively, due to the deflectio: of
tae VariGus Uv? only.

di sett
inhaled sa aoe aCe

Soper oe

wibtassuiibedts
vais

(C.81)

A simplified set of equations is presented below for the motion
of the floors after the
response of the wall si2bs has become oscillatory.

fie

toate ss eda dhbedhy ccs 4 Loatnabttel, cine niaraacbdiathadbatl otfde dodeatt dice. t sist Saat den capedabin. stdtee tst’

Shi Wicd ELK shone Sdbtd nto chante bebbhis ds Sib.

2.8018y, = 0,143(16.485) iP, ~ Pa) + 0.0156

156

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