Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: achu__sl_091722_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 21, 2015 |
Start Time | | 2015/06/21 00:01 |
End Time | | 2015/06/23 13:31 |
Key Words | | low latitude |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.13 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | CTIM |
Corotation | | no |
Run Number | | achu__sl_091722_2 |
Minimum Dst Value | | -195 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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