Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victoria_Coffey_060822_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 24, 2022 |
Start Time | | 2022/04/24 10:00 |
End Time | | 2022/04/24 12:00 |
Key Words | | cusp |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Victoria_Coffey_060822_1 |
Minimum Dst Value | | -1 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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