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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-D for time period of this run.
![](data: 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)
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