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| DSH 391.mod. A i3 `* [& y7 Z6 a4 _* }
' u8 x4 V3 }6 \9 E" s& J. n | Ball pressure test1 X6 w% d, e$ n
| 5 – 7.1, Fig. 1 – Fig. 2
, d1 f; K+ O! a/ [6 g. \ | 60695-10-2(ed.1)* @& g* W5 V! S3 y4 n4 V
| * u, ~: d( [( b$ w4 f
Standard(s): IEC 60695-10-2/2003 No. Year
* x. A) n. G! q1 KCorrigendum 1 (February 2006)7 a: g3 s: j' e! N3 ~3 y5 ^5 S
DSH2 P3 S* I5 H' j
391.mod. A
8 A3 m8 P8 y9 a; q B9 X1 Z2009
+ a2 h" @% W, N9 O" L! C( xCategory: VARIOUS
# X- q* _- s4 E7 G- m$ {9 m9 RSubclause(s): 5 – 7.1
3 E- }1 ]7 y; i P, p. m' XFig. 1 – Fig. 2& U' e" g* |1 J1 R$ [
Developed by: WG4
$ ~; k2 ?. ~. _' }! S8 @. jSubject: Ball pressure test K e y w o r d s : i O1 |6 T2 S: O1 d, p
- Lens with a reticule1 u5 g2 m7 Y9 H% E* p# B
- Diameter of the3 \7 _9 |: t/ ]1 a; I
indentation. z+ ~- y4 V. e! x
- Steel ball
7 @. b, I" p7 ~9 A% A7 A5 Y7 Q- Test specimen support& X9 U: ^1 X! C! r- q
- Loading device/ k/ F8 v7 ~( {; [
Decision approved at the! O8 v: [# W) h; d# O2 b1 d, [
46th CTL Plenary Meeting, in
6 r2 ~9 }1 S* N2 C; A4 D2009
" [' G1 g$ L; D# r1 ~. CQuestion:. x# v/ l$ g4 G- R( f
Define the “best practice” test procedure for ball pressure test consistent with the requirements in. i% c. }% ^, f6 {- w C
the standard.
3 ]2 u+ ^5 l5 _+ r( ODecision:
: q" d, w0 ?: Z5 `% ^6 qClause 7.1 – Conduct the test in air, in a heating cabinet at the required temperature within a tolerance of" i2 F& j- U6 P! L! n
+/- 2°C.
' x7 H0 i( N0 o1 Z7 M! FBefore introducing the test specimen, bring the test apparatus, the test specimen support and loading
- O/ {2 J$ Z8 J: V, vdevice to the required temperature and maintain them at the required temperature for 24 h or until
" S0 g7 y% ]' O6 p t, ^4 Kequilibrium conditions are reached, whichever occurs sooner. Measure the temperature as close as$ M8 y' n, }! h U! A( s
possible to the test specimen.: [/ E B' A3 L; n2 I& R
Place the test specimen in a forced air convection single cabinet according to sub clauses 4.1.5 and 4.1.6
6 [& c* E' U* E: E7 d' ^& U% Fof IEC 60216-4-1/1990. Support the specimen on a block, such as stainless steel block, with adequate4 i3 i+ O' Z" ^+ X( H5 E
dimensions, so that its upper surface is horizontal. Apply the ball pressure apparatus so that the steel ball4 N% L2 W9 _$ c( o% `
is pressed against the surface with a force of 20 N +/- 0,2 N. Take care to ensure the ball does not move
$ M, Y: _( T; h3 a& D0 K$ wduring the test. After the ball pressure apparatus has been applied for 60 + 2/0 minutes, remove it and
{. J! h8 n0 d+ k$ e" R0 Simmerse the test specimen in ambient temperature water within 10 s. Allow the test specimen to cool in, C6 S+ ~- g: k& [7 w) l
the water to approximately room temperature for no longer than 8 minutes and remove all traces of water.
1 C F! F, I5 dClause 7.2 – Within 3 minutes after removal from the water, measure the diameter of the indentation1 U2 j; a# `+ |8 b) [
caused by the ball to one decimal place. The spherical portion of the indentation to be measured excludes9 e. U. M+ h' v- M0 ]
any material deformation around the spherical indentation, as shown in figure 2. In case of doubt, make6 L9 A6 c4 X7 Y0 J: M: w- N
two further tests and measure the diameter of the indentation to one decimal place; both of these tests shall2 x6 j+ f0 j4 P7 x
meet the requirements of clause 9. The result is expressed as pass if the diameter of the indentation(s)/ d1 R( r# x. _% _/ W: H
does not exceed 2,0 mm. The diameter of the indentation caused by the ball is measured by a lens6 K* @. B/ o3 A& |5 J
(approximate magnification of 10x) equipped with a reticule, a cross-travel measuring table and a lighting
* m& v" E+ {* ]0 |device to enable the illumination of the surface of the test specimen. For measuring the diameter of the( S9 l" d- h- |$ Z
indentation, the reticule is moved from one side to the other.
3 _/ v0 V4 v2 { c" T# g* ?: w4 L: QIn case of doubt, other instruments may be used, i.e. microscope or profile projector. In case of nonround
7 i# t: r0 Q- h" findentation obtained, indicate on the Report the longest measurement observed, maximum
/ b" S9 V5 T6 @/ sallowable difference between the longest and shortest measurement: 0,2 mm.' g; Z3 d9 _, D' |4 {% I' |
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