Magnetic Drive Concept.
The sealing method is probably the most critical consideration of any pump selection. The proper
sealing method could make the difference between safe pump operation and a potentially hazardous
situation.
The ISOCHEM line offers the most desireable design from a sealing standpoint. It employs a gear,
centrifugal, or regenerative turbine pump magnetically coupled to the prime mover.
Magnetic drive technology provides a safe and reliable pump for difficult applications.
Magnetic Coupling.
Calculating Heat Rise
Calculating heat rise in the containment can area is useful for determining if the
internal recirculation will allow for adequate heat dissipation without adversely
affecting the pumped liquid. The calculated heat rise can also be used to ascertain
whether or not the anticipate NPSH problems, as hot fluids recirculate back to the pump
suction.
The heat rise in the containment can area for all ISOCHEM pumps is a function of the
pump parameters, operating conditions, and fluid properties.
All ISOCHEM pumps are designed to minimize eddy current energy input by using optimum
strength neodymium iron and samarium cobalt magets, close magnetic coupling dimensions,
and low conductivity containment cans. Internal clearances allow the passage of fluid
to remove heat from the containment can area while not significantly reducing the overall
pump performance.
The important fluid properties (specific gravity and specific heat) determine the fluid's
volumetric ability to absorb, and remove, heat.
Heat Rise = f(Pump Parameters, Operating Conditions, Fluid Properties)
Pump Parameters:
- Eddy current
- Internal clearances
|
Operating Conditions:
- Differential pressure
- Operating speed
|
Fluid Properties:
- Specific gravity
- Specific heat
|
Determining operating conditions include differential pressure and pump speed. Referring to
the equations for heat rise below, one can see that decreased differential pressure would
lead to a decrease in recirculation and thus, higher temperature rise. Decreased pump speed
will reduce recirculation as well, but will also reduce the eddy current input at a greater rate.
Thus, heat rise is proportional to the square of the speed reduction.
| Heat Rise = |
Energy Input |
@ equilibrium |
| Energy Removed |
| Heat Rise, °F |
(Constant) * (Energy Input) * (Speed Ratio)2
|
|
(Recirc. Flow) * (SG) * (Pressure Ratio)
|
Constant = 0.006819 °F * USGPM / watts
Energy Input = watts, product specific
Speed Ratio / Pressure Ratio = actual / maximum design, %
Recirculation Flow = USGPM, product specific
SG = Fluid specific gravity
SH = Fluid specific heat, BTU / lb °F