Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_3 | |
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 | | 2011/02/08 20:07 |
End Time | | 2011/02/09 02:00 |
Key Words | | 20110208_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 | | -8.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.47 |
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_3 |
Minimum Dst Value | | -14 |
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 Cluster-4 for time period of this run.
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)
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