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| Contents | Index |
• Modeling
• Defining Reaction Rates with Mass Action Kinetics
• Defining Reaction Rates with Enzyme Kinetics
Simple Model for Single Substrate Catalyzed Reactions
Enzyme Reactions with Differential Rate Equations
Enzyme Reactions with Mass Action Kinetics
Enzyme Reactions with Irreversible Henri-Michaelis-Menten Kinetics
• Using Constant Amount and Boundary Condition for Species
Definition of Constant and Boundary Properties
Changing Species Amounts with Reactions or Rules
Keeping Species Amount Unchanged
• Scoping Parameters for Reactions, Rules, and Events
• Changing Model Component Values Using Rules
• Changing Model Component Values Using Events
Evaluation of Simultaneous Events
Evaluation of Multiple Event Functions
• Desktop Example - Changing Species Amounts Using an Event
• Storing and Applying Alternate Model Values Using Variants
• Desktop Example - Applying Changes to Parameter Value Using a Variant
• Verifying that the Model Has No Warnings or Errors
• Desktop Example - Using User-Defined Functions in Expressions
• Nonstiff Deterministic Solvers
When to Use Stiff Deterministic Solvers
ode23s (stiff/Mod. Rosenbrock)
• Analysis
Setting Options to Scan with One Parameter
Results of Scanning with One Parameter
Scanning with Multiple Parameters
Performing Sensitivity Analysis Using the Command Line
• Desktop Example - Calculating Sensitivities
• Command-Line Example - Calculating Sensitivities
Loading and Configuring the Model for Sensitivity Analysis
Performing Sensitivity Analysis
• Command-Line Example - Parameter Estimation
Importing Target Experimental Data
Simulating the G Protein Model
Estimating a Parameter (kGd) in the G Protein Model
Simulating and Plotting Results Using the Estimated Parameter
• Command-Line Examples - Determining Conserved Moieties
• Desktop Example - Creating Custom Analysis
• Pharmacokinetic Modeling Functionality
Required and Recommended Products
How This Product Supports Pharmacokinetic Modeling
Supported Files and Data Types
Importing Data at the Command Line
Data Import in the SimBiology Desktop
Importing Data from the MATLAB Workspace into the SimBiology Desktop
Importing Data from a Text File into the SimBiology Desktop
Importing Data from an Excel File into the SimBiology Desktop
• Working with Imported Data in the SimBiology Desktop
Identifying Group and Independent Variables in the Data
Visualizing Data Using Plots in the SimBiology Desktop
Creating Additional Data Columns Using Derived Data
• Creating Pharmacokinetic Models
How Pharmacokinetic Models Are Represented by SimBiology Models
Creating PK Models at the Command Line
Creating PK Models in the SimBiology Desktop Using a Wizard
• Parameter Fitting Using Custom SimBiology Models
• Parameter Fitting in Pharmacokinetic Models
• Fitting Pharmacokinetic Model Parameters at the Command Line
Specifying and Classifying the Data to Fit
Specifying the Covariance Pattern of Random Effects and a Covariate Model
Performing Population Fitting Using sbionlmefit
Performing Individual Fitting Using sbionlinfit
About Simulation Settings and Specifying Alternate Values for Initial Estimates
• Fitting Pharmacokinetic Model Parameters in the SimBiology Desktop
• Minimal Cascade Model for a Mitotic Oscillator
• SimBiology Model with Rate Rules
• Model of the Yeast Heterotrimeric G Protein Cycle
• Background on G Protein Cycles
• Building the G Protein Cycle Model
Opening the SimBiology Desktop
Saving Your Work as a SimBiology Project File
Adding a Reaction to the SimBiology Model
• Completing the SimBiology Model
• Simulating the G Protein Cycle Model
• Creating the Mutant Strain Using a Variant
• Creating a Custom Plot-Type to View Simulation Results
• Plotting Species from Two Different Data Sets
Procedures Described in This Section
Plotting the Active G Protein Fraction from the Wild-Type Strain Model
Creating a Custom Plot to Compare the Data
Plotting the Active G Protein Fraction from the Model of the Mutant Strain
• M-Phase Control in Xenopus Oocyte Extracts
About the Rate Equations in This Example
Converting Differential Equations to Reactions
Equation 2, M-Phase Promoting Factor
Equation 3, Inhibited M-Phase Promoting Factor
Equation 4, Inhibited and Activated M-Phase Promoting Factor
Equation 5, Activated M-Phase Promoting Factor
Equation 11, Cell Division Control 25
Equation 12, Wee1 Activation/Deactivation
Equation 13, Intermediate Enzyme Activation/Deactivation
Equation 14, APC Activation/Deactivation
Equation 17, Rate Parameter K2
• SimBiology Model with Rate and Algebraic Rules
Writing Differential Rate Equations as Rate Rules
Rate Rule 2, M-Phase Promoting Factor (MPF)
Rate Rule 3, Inhibited M-Phase Promoting Factor (pMPF)
Rate Rule 4, Activated but Inhibited M-Phase Promoting Factor (pMPFp)
Rate Rule 5, Activated M-Phase Promoting Factor (MPFp)
Rate Rule 11, Activated Cdc25 (Cdc25p)
Rate Rule 12, Inhibited Wee1 (Wee1p)
Rate Rule 13, Activated Intermediate Enzyme (IEp)
Rate Rule 14, Activated APC (APCa)
Algebraic Rule 17, Rate Parameter K2
Algebraic Rule 18, Rate Parameter Kcdc25
• SimBiology Model with Reactions and Algebraic Rules
Reaction 1, Synthesis of Cyclin B
Reaction 2, Degradation of Cyclin B
Reaction 3, Dimerization of Cyclin B with Cdc2 Kinase
Reaction 4, Degradation of Cyclin B on MPF
Reaction 5, Deactivation of Active MPF
Reaction 7, Remove Inhibiting Phosphate from Inhibited MPF
Reaction 8, Inhibition of MPF by Phosphorylation
Reaction 11, Degradation of Cyclin B on Inhibited MPF
Reaction 12, Deactivation of MPF to Inhibited MPF
Reaction 13, Activation of Inhibited MPF
Reaction 15, Degradation of Cyclin B on Active but Inhibited MPF
Reaction 16, Inhibit MPF by Phosphorylation
Reaction 17, Remove Inhibiting Phosphate from Activated MPF
Reaction 19, Degradation of Cyclin B on Activated MPF
Reaction 36, Activation of Cdc25 by Activated MPF
Reaction 37, Deactivation of Cdc25
Reaction 38, Deactivation of Wee1 by Active MPF
Reaction 39, Activation of Wee1
Reaction 40, Activation of Intermediate Enzyme by Active MPF
Reaction 41, Deactivation of IE
Reaction 42, APC Activation by IEp
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