Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Fatemeh_Bagheri_101321_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 05, 2011 |
Start Time | | 2011/08/05 00:00 |
End Time | | 2011/08/07 02:00 |
Key Words | | Joule heating |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.46 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Fatemeh_Bagheri_101321_3 |
Minimum Dst Value | | -107 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |