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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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