Sunday, October 4, 2020

Tanks

Fixed roof:
  • vapor pressure < 1.5 psia
  • atmospheric and vacuum gas oils, vacuum residue

Floating roof:
  • vapor pressure upto 11 psia
  • Crude oil, naphtha, kerosene

 API 650
  •  Atmospheric tank
  •  API 650 tanks can be designed upto 2.5 psig per Appendix F of this standard.
  •  Vacuum: 1 inch of water
  • Design temperature: Limited to a maximum temperature of 200 deg F. 500 deg F, provided additional requirements of Appendix M are met

API 620
  • API 620 tanks can be designed upto 15 psig
  • Vacuum: 2-2.5 inch of water
  • Design temperature: 250 deg F max
  • e.g. light naphtha

VOLUME OF STORED LIQUID
  • Tank type typically decided by liquid properties
  • Fixed roof tanks are usually the least expensive, followed by floating roof tanks and dome roof tanks, in that order
  • For very large sizes, construction of fixed roof tanks becomes more involved with very high cost for supporting the roof
  • No limit on diameter by code or universal convention
  • Typically fixed roof tank diameter upto 50 m - 65 m

FACTORS LIMITING SIZE OF INDIVIDUAL TANKS
  • Local codes that put a cap on maximum volume within a single dyke.
  • Soil bearing strength and piling requirements that could cap the maximum height.
  • Plot shape and dimensions that could limit maximum diameter.
  • Plot elevation profile - slopes could limit maximum diameter.
  • Material constraints - maximum available tank plate thickness.
  • Construction constraints
Example:
Normal liquid temperature = 40C
Assume temperature rise due to thermal radiation = 10C 
Maximum liquid temperature = 40C + 10C = 50C
Vapor pressure of stored liquid @  50C   = 1.28 kg/cm2
Set pressure of Inbreathing Vent = 1.28 kg/cm2 
Set pressure of Outbreathing Vent = 1.28 + 0.05 =  1.33 kg/cm2a
Set pressure of emergency vent      = 1.33 + 0.05 =  1.38 kg/cm2a 
  Design pressure = 1.38 kg/cm2a
 
Design Vacuum = 2.5 " wc 
Design Temperature = Larger of [Op Temp + 20C] or 65C = 65C

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Blog reference

 http://process-eng.blogspot.com/?m=1