1 / 15

NSF-REU Project at UIC

Spreading of Herschel- Bulkley fluid using lubrication approximation. NSF-REU Project at UIC. Nadiya Klep Clemson University, SC David Pelot , UIC Dr. Yarin , UIC August 2,2013. Source: www.alibaba.com. Outline:. Purpose and applications Background S ample preparation

ludlow
Télécharger la présentation

NSF-REU Project at UIC

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Spreading of Herschel-Bulkley fluid using lubrication approximation NSF-REU Project at UIC NadiyaKlep Clemson University, SC David Pelot, UIC Dr. Yarin, UIC August 2,2013 Source: www.alibaba.com

  2. Outline: • Purpose and applications • Background • Sample preparation • Methods of data collection • Data • Results

  3. Purpose and Application • Small Angles <2˚ • Bearings • Screw extruder • Larger angles (5 ˚+) • Construction*** • Grout, mortar, joint compound • Foods • Industrial processing • Spreading of • Jams • Frosting • Peanut butters • Etc.… • Personal care products • Creams • Hair jells

  4. Background: • Small angles in a nutshell: • small angle between the two surfaces. • convective acceleration • viscous forces predominate over inertial forces • Navier–Stokes equations becomes simpler: • With the use of boundary conditions : • at y = 0, u = U at x = 0, p = p0 at y = h, u = 0 and at x = l, p = p0 • and the fact that volume flow must be a constant: • From this the equation for velocity (: • Where: Source: www.substech.com V0 • Backflow occurs in areas of increasing • pressure near the stationary wall Source: Schlichting, Boundary-Layer Theory,McGraw-Hill,Inc,1987.

  5. Sample Preparation: 2. Neutralized with NaOH 1. 1.5% Solution of Carbopol 3. Stress yield fluid: Herschel-Bulkley Source: wikipedia.com Source: Noveon Source: www.pharmainfo.net Source: www.alibaba.com

  6. Carbopol Viscosity Power Law: fluids =µ Newtonian =non-Newtonian =µeff: eff. viscosity

  7. Methods of data collection: • Apparatus to mimic the wedge: • High-speed camera • Phantom video player • MatLab • OriginPro graphing

  8. Data and analysis Source: Schlinchting, Boundary-Layer Theory,McGraw-Hill,Inc,1987.

  9. Results: • At larger larger amount of fluid under wedge faster reverse flow d) 10 ˚ , 1500um, 0.167m/s e) 20˚, 600um, 0.167m/s f) 20 ˚, 1300um, 0.167m/s

  10. Results: • At same as h1 increases Force decreases Ho=23 h1 =600um Ho=34 h1=800um Ho=15 h1=1500um Ho=40 h1=1300um

  11. Results: • At same h1 increases Force, F (N) decreases Ho=23 h1=600um Ho=10 h1=1500um Ho=18 h1=1500um Ho=34 h1=800um Ho=40 h1=1300um Ho=87 h1=600um

  12. Results: • At same h1 & as V0 (U) increases Force increases Ho=80 h1=650um V=0.24m/s Ho=35 h1=1500um Ho=87 h1=600um Ho=40 h1=1300um

  13. summary of results

  14. Viscosity Max shear rate was calculated to be: 300s-1 : Viscosity: 0.6Pas Min shear rate was calculated to be: 3s-1 : Viscosity 30 Pas

  15. Questions? • Thank you to: • NSF grant # 1062943 • Dr. Yarin • David Pelot • Everyone in Dr. Yarin’sgroup • Professors Takoudis and Jursich • Everyone involved with the REU program at UIC

More Related