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CORRESPONDENCE_1978-2005
Environmental Health - Public
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4500 - Medical Waste Program
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PR0450001
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CORRESPONDENCE_1978-2005
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Last modified
4/19/2023 3:20:27 PM
Creation date
8/24/2021 8:22:49 AM
Metadata
Fields
Template:
EHD - Public
ProgramCode
4500 - Medical Waste Program
File Section
CORRESPONDENCE
FileName_PostFix
1978-2005
RECORD_ID
PR0450001
PE
4522
FACILITY_ID
FA0002864
FACILITY_NAME
DAMERON HOSPITAL
STREET_NUMBER
525
Direction
W
STREET_NAME
ACACIA
STREET_TYPE
ST
City
STOCKTON
Zip
95203
APN
13715304
CURRENT_STATUS
01
SITE_LOCATION
525 W ACACIA ST
P_LOCATION
01
P_DISTRICT
001
QC Status
Approved
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EHD - Public
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Q0 0 1708 <br />tialld. Test additional groups of specimens as <br />described above, beginning at one weight incre- <br />ment below the lowest missile weight at which <br />100 qe failure occurred. Continue testing speci- <br />men groups at increasingly lower missile <br />weights employing the new uniform increment, <br />until a result of 0 % failure is obtained (note <br />that one or more of the percentage points found <br />in 11.8 may be usable in this series employing a <br />smaller weight increment). if the minimum <br />fire results have now been obtained. testing is <br />complete. If not. select a still smaller weight <br />increment and repeat the above process, contin- <br />uing in this manner until the minimum live <br />results at uniform weight increments have been <br />obtained. <br />12. Calculations <br />12.1 Determine impact failure weight, WF, <br />by calculation as described in 12.2 or by <br />graphing as described in 12.4. These two ap- <br />proaches give essentially the sans_ results. <br />12.2 Calculate WF as follows: <br />WF - Wt - 1JW(Sj 100 - I. 211 <br />with percent failure on the probability scale and <br />weight on the linear scale after having dimen- <br />sioned the linear scale such that the resultant <br />straight line defined by the points will have a <br />slope between about 0.3 and 1.0. Draw the best <br />fitting straight line through the points and read <br />WF from the graph as that missile weight <br />corresponding to the intersection of the straight <br />line with the 50 % probability line. <br />12.5 Examples of the graphical method for <br />determining WF are given in Fig. 3. For the <br />three cases shown, values of WF determined by <br />calculation by 12.2 are (1) 138. (_) I17, and (3) <br />92S. <br />13. Routine Inspection and Acceptance <br />13.1 For routine inspection of thin plastic <br />film of a specified gage received from an <br />approved supplier. it shall be satisfactory to <br />accept lots on the basis of testing a minimum of <br />ten specimens at a specified weight as stated in <br />the relevant' material specification. l'rider this <br />procedure. a result of no more than five failures <br />shall be acceptable. <br />where: <br />u'F = impact failure weight, g. <br />W" = uniform weight increment used. g. <br />id', - lowest missile weight, g. according to <br />the particular A W used, at which <br />100 t( failure occurred, and <br />S - sum of the percentages of breaks at <br />each missile weight (from a weight <br />corresponding to no failures up to and <br />including WO. <br />12.3 Example of calculation: <br />G1sen: Missile weight. g Failure <br />91 0 <br />106 10 <br />121 20 <br />136 60 <br />151 too <br />S. 190 <br />,W. 15 g. We.1518 <br />Wr W, - I, W(S 100 - 1 211 <br />= 15 1 - 1151190, 100 - 1, 211 <br />- 151 - 115tt.i11 <br />- <br />1308 <br />12.4 .average successive pairs of missile <br />weight -percent failure results, including 0 `, <br />and 100 `% <br />
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