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 THEMIS-A for time period of this run.
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)
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