Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_11 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 05, 2010 |
Start Time | | 2010/07/05 06:00 |
End Time | | 2010/07/05 12:00 |
Key Words | | 20100705_substorm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Treshunda_James_090523_11 |
Minimum Dst Value | | -11 |
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 THEMIS-E 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. |