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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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