Розмір відео: 1280 X 720853 X 480640 X 360
Показувати елементи керування програвачем
Автоматичне відтворення
Автоповтор
Really great video.
Thank you!
why a ΔT value is 0.5?
It can be any value. The shorter the step length there is more accuracy but it also takes longer to calculate.
Thank you very muchCan you please solve the heat equation the same way (numeric and Analytic Solutions with Excel)
Here are a couple links that may help: apmonitor.com/pdc/index.php/Main/PhysicsBasedModels and apmonitor.com/pdc/index.php/Main/ArduinoModeling
i want to ask,why suddenly ca became a time func?
Ca starts as an initial condition (single value) but then changes over time to satisfy the differential equation.
Could please explain how to solve rate of capacitance vs time (dC/dt) for the following data points:time (min) Capacitance (F/min) dC/dt0 1083.54 1078.588 1065.6912 1058.25
why k is put with -ve sign in numeric solution??
The differential equation is dy/dt = -k * y.
Really great video.
Thank you!
why a ΔT value is 0.5?
It can be any value. The shorter the step length there is more accuracy but it also takes longer to calculate.
Thank you very much
Can you please solve the heat equation the same way (numeric and Analytic Solutions with Excel)
Here are a couple links that may help: apmonitor.com/pdc/index.php/Main/PhysicsBasedModels and apmonitor.com/pdc/index.php/Main/ArduinoModeling
i want to ask,why suddenly ca became a time func?
Ca starts as an initial condition (single value) but then changes over time to satisfy the differential equation.
Could please explain how to solve rate of capacitance vs time (dC/dt) for the following data points:
time (min) Capacitance (F/min) dC/dt
0 1083.5
4 1078.58
8 1065.69
12 1058.25
why k is put with -ve sign in numeric solution??
The differential equation is dy/dt = -k * y.