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-2 for time period of this run.
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)
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