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 Cluster-4 for time period of this run.
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)
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