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ARCHIVED REPORTS XR0008619
Environmental Health - Public
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EHD Program Facility Records by Street Name
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E
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EL DORADO
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1605
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3500 - Local Oversight Program
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PR0544687
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ARCHIVED REPORTS XR0008619
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Last modified
7/24/2019 8:56:04 AM
Creation date
7/24/2019 8:25:55 AM
Metadata
Fields
Template:
EHD - Public
ProgramCode
3500 - Local Oversight Program
File Section
ARCHIVED REPORTS
FileName_PostFix
XR0008619
RECORD_ID
PR0544687
PE
3528
FACILITY_ID
FA0006185
FACILITY_NAME
El Dorado Gas & Mart
STREET_NUMBER
1605
Direction
S
STREET_NAME
EL DORADO
STREET_TYPE
ST
City
STOCKTON
Zip
95206
APN
16703101
CURRENT_STATUS
02
SITE_LOCATION
1605 S EL DORADO ST
P_LOCATION
01
P_DISTRICT
001
QC Status
Approved
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EHD - Public
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EQUATIONS AND EXAMPLE CALCULATION <br /> The hydrocarbon flow rate may be determined by the following expression <br /> M=C x Q x 000032 [EQ 11 <br /> where <br /> M=hydrocarbon flow rate(pounds per day) <br /> C =hydrocarbon concentration in the air flow(parts per million by volume,ppmv) <br /> Q=air flow rate(standard cubic feet per minute, scf n) <br /> 0 00032 = units conversion factor, which assumes the average molecular weight of the <br /> hydrocarbons in the flow is 86 <br /> Pitot tube measurements are used to determine the air velocity through the system piping Once the air <br /> velocity is determined, we can calculate the air flow rate since we blow the cross sectional flow area of <br /> the pipe <br /> • Q=V x A x Ts/Tx P/Ps [EQ 21 <br /> where <br /> V=air velocity(feet per minute) <br /> A=pipe cross sectional area(square feet) <br /> T= air temperature(absolute),Ts=standard temperature( = 528 R) <br /> P= air pressure(absolute),Ps=standard pressure(= 29 9 inches of mercury) <br /> Air samples collected for analysis of hydrocarbon concentrations are brought into thermal and <br /> mechanical equih`bnium with the atmospheric environment Therefore, the air flow rate is corrected for <br /> temperature and pressure in EQ 2 <br /> To determine the velocity with the picot tube pressure deferential readings we apply the expression <br /> below,which follows from Bemoulh's Equation <br /> V= 1096 2 4(Pv/D) [EQ 3] <br />
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