ng (not.ng (hat bh, * hy = hy © b)
Scostituting Fas. C 43 ta C.48 into Eq. C.53 and integrati
yields;
Up

°

*-¥

by,
Sy
? my, iB
Jay

’,
0? ')

ey,

ey

ma(ipe is

ay,

by

by

* wait) b (“on - =e - “ise ome a
C3.3

(C.34)

Equations of Motion

The Lagrangian form of the differential equation of motion which defines the relation be-

tween the pertinent coargy quantities ts

$a _ PME) PE) aly
a
me 8m
Portorming the deciqnated dilierentiations with reepect to each coordinate yields the fotlowtag pet od equations,
Vor tort (ace:
384 Ele

nf h

te" I

op

= Fro, ¢ writ) b ™~

EY

tian

_ Climb

jm

(C.55)

ag Tee jag Fs

tm h
Timeh
itm,b
M4EI,
36m,h
8 Sy
° h- “age Fret
“440
~
Vac,
ap
bo
h
swit
Yoo,
i7
“4

1tm,h

aT Yeo,

.

3B4El,

67m,n

, smd

ditgh

.
(C.58)

Io

(¢.$7)

TOs

(C.58)

Me ET ows? gg Ph ese Ya~ ~aq"

For rear face:

s4zl,

iSsneh

otk abhsy

ee

ati

“Fao, = alli d- tae ‘wo,’

wet

Sieh

Wong Rt

ite tong MH ae Yew’ — ye oS .sack ”

(C.59) "

to” cates Me otne- thee "
ees ee eee ee

(C.60)

For Moor levels, azcond floor:

(Sa + u.) 1 ne a EE ee, - oul” Tae eq ~Froe!
et,

.

hin
a iyoo, ~ Soom! * UF it! he sane BS. eh + wn. bts
Third Noor:

3idmd,

/4240m4h

Merk
nuae By Bingh
Ws Yeo, - Fangl * “Tee Peo, ~ Jeo)

i
t

t

Ds hea d Meeubedigtetet

}

ole

}&

ecbhtie 4

ee

is

ial

a”4) I: ¢
on hu ‘ (%

t

teh

146

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