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| DSH 391C; l6 @, `* W" E' x3 v+ j
; b. u0 C q) F M | Ball pressure test' F Q$ r3 b( k
| 4, 7, 9, Figure 2
4 L, C2 t7 I% l9 X; D# f" ~ | 60695-10-2(ed.2)# C) |& f/ m6 m6 e! d. M
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* i X, K( I! ]' I1 |' b; xStandard-% u: X- ?& r8 H, \
IEC 60695-10-2:2003, Ed.2
6 O2 C" F, V/ z8 i/ g7 @2 }Subclause(s):! x4 p3 e& @# _; T( C& \2 O
4: o9 A# q( s& w1 m
7
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Figure 2
7 U( Y* W a6 j: I- a2 HNo. Year
' d# i. N: g- {1 SDSH
. `2 Y2 u6 \5 ?* h% z. V0391C 2010- P" O" Y+ F" U2 a2 Z" }' h
Category:
% ^/ F2 i9 b" LVARIOUS, GENERAL" M; i: d J S1 {# T' e
Developed by:% |2 B! e$ Y% ? {$ z
CTL-WG2 + WG4
' K) T, g6 v; ~' FSubject:* w; l$ W9 u8 I0 r. m; t2 e! V
Ball pressure test
7 P2 B/ _4 U; d' X0 H2 hKey words:
; P: b/ G1 d: p u3 z! ^-Diameter of indentation
" O k" `+ R7 `1 G-Pressure Ball
: W' ?0 w g$ u$ h& E. W h" S-Test Specimen Support" D( ]' Q+ M9 r8 Q- Z* l" k: L
Approved at the 48th CTL
1 X# M, x; O, S+ j; c4 fPlenary Meeting, year y/ P3 U+ s- M5 M+ B
2011.5 G/ K+ f0 S! D9 n
Replaces DSH 391 and* V" |1 B% r) Q) _. }) i
DSH 391mod.
. N+ l6 @# f& L0 yQuestion:
6 H5 n" a+ f* _7 ?; a5 nDefine the “best practice” test procedure for the ball pressure test based on the8 K5 h7 n8 A8 v! t
requirements of the standard, and for practical reasons also based on 89/1011/CD, which
1 W" J) Y7 d! [is not in all respects identical with the requirements of the standard.5 S8 z# k4 k8 ]4 x
Decision:+ D, r% h* o0 y o9 q
In addition to clause 4.1 of the standard and due to various qualities of steel balls for rolling
1 L6 d% n1 A/ d, Nbearings, the tolerance for the steel ball diameter shall not exceed ±1% to ensure
6 x J% U! W: ` @/ ]comparable results.3 z! }- l0 D. G ^0 \/ `
In addition to clause 4.2 of the standard, the specimen support shall be a metal block of4 m2 y4 l* N m( s. Q
steel, with a diameter 50 mm and a height of 100 mm or equivalent volume and mass.: K; k4 |& u0 J$ C. K# i3 p
In addition to 4.3 of the standard, a forced air convection single cabinet according to IEC
4 A7 e9 p+ ]* g- e60216-4-1:1990, clauses 4.1.5 and 4.1.6 shall be used.
" X7 L% G+ F4 G* J3 u% F5 \In addition to 7.1 of the standard conduct the test in air, in a heating cabinet being capable to; I( T0 ^0 d* q
return within 5 min and without any temperature overshoot exceeding +5°C to the
# O$ y6 F5 [9 t3 h1 Mpreviously adjusted and required air temperature within a tolerance of +/- 2°C ., _9 J* h& z- S- t6 n4 Z, @
Measure the air temperature as close as possible to the test specimen.
* C) @! I' D5 V" l$ WBefore introducing the test specimen, bring the cabinet, the test apparatus and the test
/ H. K+ }/ |, p/ Kspecimen support to the required temperature and maintain the required test temperature for
) L' |2 i' O3 A6 o- g24 h or until equilibrium conditions are reached, whichever occurs sooner.5 j+ a! w8 n+ G% I
When thermal equilibrium conditions are reached, place the test specimen on the approximate
. z7 l' A1 C; `. H, Acentre of the test specimen support so that its upper surface is horizontal. Gently lower the
* J' a7 t X4 \2 A/ opressure ball on to the approximate centre of the test specimen. Ensure that no conditions exist& P2 g6 C$ e& [
that will cause the pressure ball to move other than in a downward direction during the test.
( k9 i+ s; q1 d G% dAfter the ball pressure apparatus has been applied for 60 +2/-0 minutes, remove it and within 10. h2 A" O) T6 W9 W! S# P) j
s immerse the test specimen in ambient temperature water for 6 min ±2 min.
! o' Y+ r& [4 e/ tWithin 3 minutes of removal from the water, measure the diameter of the indentation caused by' d/ x1 f; q3 I5 _- q0 S- u6 F( S
the pressure ball to one decimal place.& H1 f( F5 B, {: i
Deviant from 7.2 of the standard, but in accordance with 89/1011/CD, the diameter “d” of
2 h$ `4 Q* K+ Fthe indentation is to be measured as close as possible to the diameter of the “solid edge”" |4 z2 l. j5 C
of the indentation according to both a) figure 2a shown below and b) picture examples3 j- n1 d0 f1 L' P" x+ b
given in Annex A. The diameter of the solid edge of the indentation (dimension d ) shall
. \& {# R7 C' J; ^ Rexclude any material deformation as shown in figure 2c below.) b7 ?! r+ H- P( Z- p/ j
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