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Corrects parameter description in Lotka-Volterra example #450

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Corrects parameter description in Lotka-Volterra example #450

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2 changes: 1 addition & 1 deletion ModelicaByExample/BasicEquations/LotkaVolterra/ClassicModel.mo
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within ModelicaByExample.BasicEquations.LotkaVolterra;
model ClassicModel "This is the typical equation-oriented model"
parameter Real alpha=0.1 "Reproduction rate of prey";
parameter Real beta=0.02 "Mortality rate of predator per prey";
parameter Real beta=0.02 "Mortality rate of prey per predator";
parameter Real gamma=0.4 "Mortality rate of predator";
parameter Real delta=0.02 "Reproduction rate of predator per prey";
parameter Real x0=10 "Start value of prey population";
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2 changes: 1 addition & 1 deletion ModelicaByExample/BasicEquations/LotkaVolterra/ClassicModelFixedStartValues.mo
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@@ -1,7 +1,7 @@
within ModelicaByExample.BasicEquations.LotkaVolterra;
model ClassicModelFixedStartValues "This is the typical equation-oriented model"
parameter Real alpha=0.1 "Reproduction rate of prey";
parameter Real beta=0.02 "Mortality rate of predator per prey";
parameter Real beta=0.02 "Mortality rate of prey per predator";
parameter Real gamma=0.4 "Mortality rate of predator";
parameter Real delta=0.02 "Reproduction rate of predator per prey";
parameter Real x0=10 "Initial prey population";
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2 changes: 1 addition & 1 deletion ModelicaByExample/BasicEquations/LotkaVolterra/ClassicModelInitialEquations.mo
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@@ -1,7 +1,7 @@
within ModelicaByExample.BasicEquations.LotkaVolterra;
model ClassicModelInitialEquations "This is the typical equation-oriented model"
parameter Real alpha=0.1 "Reproduction rate of prey";
parameter Real beta=0.02 "Mortality rate of predator per prey";
parameter Real beta=0.02 "Mortality rate of prey per predator";
parameter Real gamma=0.4 "Mortality rate of predator";
parameter Real delta=0.02 "Reproduction rate of predator per prey";
parameter Real x0=10 "Initial prey population";
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2 changes: 1 addition & 1 deletion ModelicaByExample/BasicEquations/LotkaVolterra/QuiescentModel.mo
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within ModelicaByExample.BasicEquations.LotkaVolterra;
model QuiescentModel "Find steady state solutions to LotkaVolterra equations"
parameter Real alpha=0.1 "Reproduction rate of prey";
parameter Real beta=0.02 "Mortality rate of predator per prey";
parameter Real beta=0.02 "Mortality rate of prey per predator";
parameter Real gamma=0.4 "Mortality rate of predator";
parameter Real delta=0.02 "Reproduction rate of predator per prey";
Real x "Prey population";
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2 changes: 1 addition & 1 deletion ModelicaByExample/BasicEquations/LotkaVolterra/QuiescentModelUsingStart.mo
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within ModelicaByExample.BasicEquations.LotkaVolterra;
model QuiescentModelUsingStart "Find steady state solutions to LotkaVolterra equations"
parameter Real alpha=0.1 "Reproduction rate of prey";
parameter Real beta=0.02 "Mortality rate of predator per prey";
parameter Real beta=0.02 "Mortality rate of prey per predator";
parameter Real gamma=0.4 "Mortality rate of predator";
parameter Real delta=0.02 "Reproduction rate of predator per prey";
Real x(start=10) "Prey population";
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