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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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