Population Balances in Biomedical Engineering Segregation Through the Distribution of Cell States

Name: Population Balances in Biomedical Engineering Segregation Through the Distribution of Cell States
Price: 28.8 USD
Availability: InStock
ISBN: 9780071447683

ISBN-10: 0071447687

ISBN-13: 9780071447683

Edition: 2006

Authors: Martin Hjortso

List price: $208.00

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The process of separating and classifying individual cell populations is one of the most critical and difficult tasks faced by engineers and scientists when creating biomaterials. To this end, many engineers and researchers use population balance modeling to achieve accurate counts of any population. This resource focuses on overcoming obstacles to help researchers and scientists build computer models that accurately approximate properties and classification of different populations.

Book details

List price: $208.00
Copyright year: 2006
Publisher: McGraw-Hill Education
Publication date: 10/19/2005
Binding: Hardcover
Pages: 182
Size: 6.00" wide x 9.00" long x 1.00" tall
Weight: 0.990
Language: English



Preface


Nomenclature



Introduction



What Are Population Balance Models?



The Distribution of States



The Age Population Balance



Other PBMs



Population Balances in Ecology



PBMs of Cell Cultures



Unstructured PBMs



PBEs with Conserved Cell State Parameter



Breakage, Death, and Growth Functions



Division Intensity [Gamma]



Distribution of Birth States p



Death Intensity [Theta]



Single-Cell Growth Rate r



Some Properties of PBMs



Substrate and Product Balances



The Age Distribution



Age Division Intensity



Problems



Steady-State Solutions



Control Points



Distributed Breakage Functions



Problems



Transient Solutions



Method of Characteristics



Cauchy's Method



Fixed Control Points



Transient Control Point Balances



Solutions for Large Times



Problems



Cell Cycle Synchrony



Induction Synchrony



Autonomous Oscillations



Problems



Growth by Branching



Branching Rules



Simulation of Tip Numbers



Problems



Alternative Formulations



Problems


Bibliography


Index