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  • Anderson, Mark J.
     
     Subjects
     
  •  
  • Bubbles
     
  •  
  • Cavitation
     
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  • Cannula
     
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  • Cardiopulmonary bypass -- Adverse effects
     
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  • Blood -- Circulation, Artificial -- Complications.
     
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  • Extracorporeal Circulation
     
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  • Fluid mechanics
     
  •  
  • MSP Thesis.
     
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  •  Anderson, Mark J.
     
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  •  Further investigatio...
     
     
     
     MARC Display
    Further investigation into the cavitation equation's ability to predict bubble formation in the cardiopulmonary bypass circuit / by Mark J. Anderson.
    by Anderson, Mark J.
    Subjects
  • Bubbles
  •  
  • Cavitation
  •  
  • Cannula
  •  
  • Cardiopulmonary bypass -- Adverse effects
  •  
  • Blood -- Circulation, Artificial -- Complications.
  •  
  • Extracorporeal Circulation
  •  
  • Fluid mechanics
  •  
  • MSP Thesis.
  • Description: 
    79 leaves : ill. ; 29 cm.
    Contents: 
    Thesis advisor(s): Dr. Ronald Gerrits.
    Committee members: Dr. Charles Tritt, Dr. Larry Fennigkoh.
    Purpose -- Background -- Materials and methods -- Results -- Discussion -- References -- A: Bubble counter data.
    Cavitation, the formation of Gaseous Microemboli (GME), is a cause for concern in the field of perfusion due to the risk of neurological damage posed when GMEs form while a patient is on Cardiopulmonary Bypass (CPB). Previous studies have looked for ways to predict cavitation with the goal of enabling perfusionists to decrease the risk for impaired neurological function in patients by limiting the formation of the GMEs while on CPB. In his Master's Thesis, Cameron Bryan developed an equation based on the Bernoulli equation to predict the occurrence of bubble formation in flowing liquid (ơ=(Po-Pv)/[(1/2)*p*V2]). Thomas Grulkowski tested the equation using porcine blood and was unable to verify that Bryan's cavitation equation could accurately predict bubble formation in blood. The goal of this study was to determine if Bryan's cavitation equation could accurately predict the formation of bubbles using sterile water. A normal CPB circuit without an arterial line filter was used to conduct the trials. A Hatteland bubble detector probe was placed at the pump head outlet and set to its most sensitive setting to detect bubble formation. Sterile water was run through the pump at four different flow rates (between 3.5-10.0 L/min) and at two different vacuum pressures (0 and -75 mmHg). Eighty trials were performed. In only one trial did any bubble formation occur, which led to the conclusion that the study could not validate Bryan's cavitation equation as a means for predicting bubble formation in a CPB circuit with sterile water as the perfusate. Possible reasons for the conclusion include lack of nucleatation sites, circuit setup, bubble counter error, bubble collapse and the assumed vapor pressure of sterile water.
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    LocationCollectionCall No.Status 
    Walter Schroeder LibraryMaster's ThesesAC805 .A44 2007AvailableAdd Copy to MyList

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