LISA ENGEL EVANS, MSW
Social Work at Plymouth Rd, Ann Arbor, MI

License number
Michigan 6801058791
Category
Social Work
Type
Social Worker
Address
Address
4260 Plymouth Rd, Ann Arbor, MI 48109
Phone
(734) 647-5675
(734) 936-2047

Personal information

See more information about LISA ENGEL EVANS at radaris.com
Name
Address
Phone
Lisa Evans
456 Harvard Dr, Romeo, MI 48065
(586) 752-6252
Lisa Evans
4108 Green Meadows Blvd APT 21, Ypsilanti, MI 48197
Lisa Evans
410 Victor Dr, Saginaw, MI 48609
(989) 781-6178
Lisa Evans
4067 Raspberry Ln, Burton, MI 48529
Lisa Evans
4198 Tamarack Turn St NE, Grand Rapids, MI 49525
(616) 361-5368

Professional information

See more information about LISA ENGEL EVANS at trustoria.com
Lisa E Evans Photo 1
Lisa E Evans, Ann Arbor MI - MSW (Master of Social Work)

Lisa E Evans, Ann Arbor MI - MSW (Master of Social Work)

Specialties:
Social Work
Address:
4260 Plymouth Rd, Ann Arbor 48109
(734) 647-5675 (Phone)
Languages:
English


Lisa Evans Photo 2
Continuous Multicomponent Focusing In A Magnetically Stabilized Fluidized Bed

Continuous Multicomponent Focusing In A Magnetically Stabilized Fluidized Bed

US Patent:
5626764, May 6, 1997
Filed:
Dec 14, 1994
Appl. No.:
8/355817
Inventors:
Mark A. Burns - Ann Arbor MI
Lisa L. Evans - Ann Arbor MI
Assignee:
The Board of Regents acting for and on the behalf of the University of
Michigan - Ann Arbor MI
International Classification:
B01D 1504
US Classification:
210661
Abstract:
A device, and process, for continuously separating dissolved solutes and suspended particles from a multicomponent fluid phase in a magnetically stabilized fluidized bed (MSFB). The process is of the type wherein a solid resin and a liquid buffer move countercurrent to each other in the bed. In steady state operation, a time invariant pH gradient will form in the bed and remain spatially fixed. Other condition variables, such as temperature, can be used to form a time invariant gradient provided that equilibrium partition between the solid and liquid phases is a function of the condition variable.