Date : 05.06.2018
Document no : Rev: 01
Page 1 of 4 Boiler Commissioning – Project Management
STEAM DRUM LEVEL CALCULATION
Prepared By: Ashish S. Kinkar
GET (Boiler Commissioning – Project Management, tKII Pune)
Submitted to: Mahimmay Paul
Sr. Executive (Boiler Commissioning – Project Management, tKII Pune)
Date: 13.04.2018
Thyssenkrupp Industries India Pvt. Ltd.
Pimpri, Pune
Date : 05.06.2018
Document no : Rev: 01
DRUM LEVEL CALCULATION
Where,
H –Total height of the drum (mmWc)
h - Saturated water level in drum (mmWc)
dw – Density of saturated water (g/cc)
ds – Density of saturated steam (g/cc)
∆P – Differential pressure across drum (mmWc)
CP – condensing pot
∆P = {[(h.dw + (H-h) ds +P] – [(H + P)]}
∆P = h (dw-ds) + H.ds – H
Page 2 of 4 Boiler Commissioning
Saturated water level in drum (mmWc)
Differential pressure across drum (mmWc)
Commissioning – Project Management
Date : 05.06.2018
Document no : Rev: 01
Page 3 of 4 Boiler Commissioning – Project Management
= {(
∆
) − ( )}
∆
x 100 = LT %,
This is the actual compensated drum level
Fig. density of saturated water and steam according to drum pressure
𝒉
𝑯
∗ 𝟏𝟎𝟎 =
𝐋𝐓%
𝒅𝒘 𝒅𝒔
−
𝒅𝒔
𝒅𝒘 𝒅𝒔
∗100
𝒉
𝑯
x100 = Actual drum level
Date : 05.06.2018
Document no : Rev: 01
Page 4 of 4 Boiler Commissioning – Project Management
EXAMPLE:
Let us assume,
H = 800 mm
1. For field Level transmitter:
LRV = -800 mm, URV = 0 mmWc
2. In DCS Scale value
LRV = -400 mmWc, URV = +400 mmWc
3. In calculation block, scale value
LRV = 0 mmWc, URV =800 mmWc
Hence when drum level (field transmitter reading) = -400 mmWc
DCS value =0 mmWc, and
Calculator block = 400 mmWc
Hence
𝟒𝟎𝟎
𝟖𝟎𝟎
𝐱 𝟏𝟎𝟎 = 𝟓𝟎% … … … … … … … … … … … 𝒉
𝑯
x100
NOTE:
In actual case, due to drum pressure the value of saturated water and steam density will decrease and
hence the drum level. After considering the density compensation, we will get actual level.

Drum level control rev01

  • 1.
    Date : 05.06.2018 Documentno : Rev: 01 Page 1 of 4 Boiler Commissioning – Project Management STEAM DRUM LEVEL CALCULATION Prepared By: Ashish S. Kinkar GET (Boiler Commissioning – Project Management, tKII Pune) Submitted to: Mahimmay Paul Sr. Executive (Boiler Commissioning – Project Management, tKII Pune) Date: 13.04.2018 Thyssenkrupp Industries India Pvt. Ltd. Pimpri, Pune
  • 2.
    Date : 05.06.2018 Documentno : Rev: 01 DRUM LEVEL CALCULATION Where, H –Total height of the drum (mmWc) h - Saturated water level in drum (mmWc) dw – Density of saturated water (g/cc) ds – Density of saturated steam (g/cc) ∆P – Differential pressure across drum (mmWc) CP – condensing pot ∆P = {[(h.dw + (H-h) ds +P] – [(H + P)]} ∆P = h (dw-ds) + H.ds – H Page 2 of 4 Boiler Commissioning Saturated water level in drum (mmWc) Differential pressure across drum (mmWc) Commissioning – Project Management
  • 3.
    Date : 05.06.2018 Documentno : Rev: 01 Page 3 of 4 Boiler Commissioning – Project Management = {( ∆ ) − ( )} ∆ x 100 = LT %, This is the actual compensated drum level Fig. density of saturated water and steam according to drum pressure 𝒉 𝑯 ∗ 𝟏𝟎𝟎 = 𝐋𝐓% 𝒅𝒘 𝒅𝒔 − 𝒅𝒔 𝒅𝒘 𝒅𝒔 ∗100 𝒉 𝑯 x100 = Actual drum level
  • 4.
    Date : 05.06.2018 Documentno : Rev: 01 Page 4 of 4 Boiler Commissioning – Project Management EXAMPLE: Let us assume, H = 800 mm 1. For field Level transmitter: LRV = -800 mm, URV = 0 mmWc 2. In DCS Scale value LRV = -400 mmWc, URV = +400 mmWc 3. In calculation block, scale value LRV = 0 mmWc, URV =800 mmWc Hence when drum level (field transmitter reading) = -400 mmWc DCS value =0 mmWc, and Calculator block = 400 mmWc Hence 𝟒𝟎𝟎 𝟖𝟎𝟎 𝐱 𝟏𝟎𝟎 = 𝟓𝟎% … … … … … … … … … … … 𝒉 𝑯 x100 NOTE: In actual case, due to drum pressure the value of saturated water and steam density will decrease and hence the drum level. After considering the density compensation, we will get actual level.