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<AN 04M10B04-03E-A> <02/26/2007>
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High Shear Fluid Processor with MW100 and DXP
Industry: Pharmaceutical/Biotechnology
Product: Network Solutions
MW100 and DXP
Introduction
A leading manufacturer of high shear fluid pro cessors
was looking for a sol ution to provide secure, stable
pressure readings. The speed of the process typically
demands a very fast data-logger with enough
intelligence to filter out noise while providing accurate
results. High-speed sample rates and math logic in
MW100 combined with se cure, validated logging in the
DXP deliver stable, consistent results from an
otherwise noisy process.
Application
A simplified explanation of a high shear fluid pro cessor
is as follows: highly pressurized fluids are pumped
through a tight orifice or restriction – the resultin g
pressure change from maximum pre ssure at the
center of the restriction to minimum pressure o n the far
side of the orifice causes cells an d other particles to be
disrupted and sheared.
A key process variable in this application is pressure.
Due to the nature of pumps turning on and off, noise is
always present in the pressure signal as pumps
engage. Many measureme nt and recording systems
lack both speed and intelligence to accurately capture
changes in pressure caused by these pumps. As a
result, they are unable to filter out resultant noise.
Customers require solutions that record and display
accurate pressure readings while eliminating spi ke s
associated with pumping. Since many of these high
shear fluid proces sors are destined for major
biotechnology and pharmaceutical custo mers,
recorded data must also adhere to 21 CFR Part 11
requirements and be valid ation friendly.