Module 3 - Hydraulic Calculations Flashcards
Four Principles of Friction Loss
- Varies directly with the length of the hose (double the length = double the friction loss)
- Varies with the square of the velocity (flow) – if we double the flow we will have 4x the FL
- For a given flow, FL varies inversely as the 5th power of the hose diameter
655 /445 = 7
- For the same flow a 44mm hose will have 7x more FL than the 65 - Is dependent on flow and does not change with different pressure
Basic Friction Loss Calculation
FL/L = (Q/100)^2 x C
FL/L = (Q/100)^2 x C
FL/L = FL per length in 30m lengths
Q = quantity of water flowing in L/M
C = coefficient of friction of a given hose
Coefficients
44mm = 6
65mm = 0.8
77mm = 0.4
125mm = 0.03
Determining Friction loss
Two ways: actual test and calculations
Hydraulic Calculation Pump Discharge Pressure
PDP = NP + TFL + APP +/- ELEV
PDP = NP + TFL + APP +/- ELEV
PDP – Pump discharge pressure
NP - nozzle pressure
TFL – total friction loss
APP – appliance pressure loss
ELEV – elevation pressure gain or loss
Nozzle Pressure
solid bore handline – 350 kPa
Fog nozzle handline – 700 kPa
Master stream – 550 kPa
Total Friction loss – different sized lines
TFL = FLa + FLb
Appliance Friction Loss
We consider flow under 1400 lpm to be negligible and consider it to be zero
Flows of 1400 lpm and above simply add 70 kPa to our PDP
Excluding master stream devices
Elevation Equation
Pressure in a column of water is calculated at 10 kPa per meter of elevation
When there is a rise in elevation we need to add to our discharge
When there is a drop in elevation we need to subtract from the discharge pressure
Elevation Change
Commonly found at high rise events
Every floor is 4m – add 40 kPa/floor above ground
We count from the second floor up to the fire floor because we are level with the first floor when pumping
Residential = 3.5m, commercial = 4m
Net Pump Discharge Pressure (NPDP)
Centrifugal pumps can take advantage of incoming water pressure to increase pumping efficiency
If an engine is required to discharge 1000kPa and it has an intake pressure of 350kPa, the pump only needs to add 650kPa more to meet the demand
Nozzle Calculations
Not performed on the fire ground
Too low – limits the flow to less than critical application rate
Too high – may result in unreasonable nozzle reaction
Nozzle Flow (Solid Bore)
L/Min = 0.067 x D^2 NP