Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Victoria_Coffey_122022_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 01, 2022 |
Start Time | | 2022/02/01 00:00 |
End Time | | 2022/02/01 02:00 |
Key Words | | fluence |
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 | | -21.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | no |
Run Number | | Victoria_Coffey_122022_1 |
Minimum Dst Value | | -10 |
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 Wind for time period of this run.
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)
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