Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2010/07/05 06:00 |
End Time | | 2010/07/05 12:00 |
Key Words | | 20100705_substorm |
Model | | SWMF |
Model Version | | v20230424 |
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 | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_090523_2 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |