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.
Model values plot for Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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