Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_083123_1b | |
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 | | 2010/10/11 09:00 |
End Time | | 2010/10/11 20:00 |
Key Words | | 20101011_storm |
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 | | -12.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.66 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_083123_1b |
Minimum Dst Value | | -75 |
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-B for time period of this run.
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