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KLS10 - CDS (HX) Series
For Horizontal Deflection
578
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9: >?@=A A
d
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U= [L R
= ` `L
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R
X @= [L RR
= a }
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>A?I= = = YZ[\ ] ^_`\
M>A N CE ?I= A =
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Q>H>F:>?F<=
A M>?I<==== [L U] Zbc U
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A JCD=== RRR d a[e f g[e h^g[\ a[[= =
d CE ag[i;j
BB: : U>FA =IV
T: H>AC?= CEA
===
== ^g[\ f CE ag[i;L
a[[= = RR a[ a} g` ` `[ } a[[
V [L [L [L [L [L
[_ [} [` [Z [Z [L[ [L[
<>O>I<= E =W
QtE rA^g[\ f A = K : >sHHDF>AC?= =
S
A = >HHD<@=CEa[[[= B=HCD :y=?zs rA^_`\ w>s = xCtE h >EA : BC?= A = BFx>EI<= = xCtE {
C>@= s
:< Q d a`e = =?:: = <>BtE z>D
Cs: A>DK <@= t<
TUh IV
A v a`[e = =?:: =
Cs: A>DBHD
s<@= t<
W
Qh Xj v =?:: =
: A>DBHD
s<@= t<
rA
^_`\ f A = ss = xCtE |:xCtAzCD>I<= : fx >sHHD<@jA E CE s = xCtE >AE A
Q d a`e = =?:: = <>BtE z>D
Cs: A>DK <@= t<
9x s:<
TUh IV
A v a`[e = =?:: =
Cs: A>DBHD
s<@= t<
W
Qh Xj v= g[[e = =?:: =
Cs: A>DBHD
s<@= t<
Case Size of Standard Prosucts
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