Nosé–Hoover thermostat en

Nosé–Hoover thermostat | for Russian press here]]

Description

Nosé–Hoover thermostat is used to keep the temperature constant in the system. Thermostat is given by:

[math] \left\{ \begin{array}{ll} v' =\omega^2_{\rm 0} x - \gamma v \\ \displaystyle \gamma' = \frac{1}{\tau^2} \left( \frac{T}{T_{\rm 0}} - 1\right)\\ \end{array} \right. [/math]

где

• [math] {\omega}_{\rm 0} = \sqrt{ \frac{c}{m}} [/math] - frequency

• [math] {T_{\rm 0}} [/math] - the initial temperature of the system

• [math] {T} [/math] - temperature of the system at the current time

• [math] {v} [/math] - speed of body

• [math] {\tau} [/math] - parameter of the thermostat

• [math] {tau}_{\rm 0} = 1 [/math] - scale for [math] {\tau} [/math]

• [math] {c}_{\rm 0} = 1 [/math] - scale of stiffness for [math] {c} [/math]

Graphics Options

The graph below, has three parameters:

1) tau = [math] {\tau} [/math] - parameter of the thermostat

2) stiff = [math] {c} [/math] - stiffness of the system

3) scale - scale of graph

The graph shows the phase plane - dependence [math] V(x) [/math]

References

• Виртуальная лаборатория
• Курсовые по дисциплине "Введение в механику дискретных сред"