Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Maimaitirebike_Maimaiti_110615_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 12, 2014 |
Start Time | | 2014/09/12 14:00 |
End Time | | 2014/09/12 22:00 |
Key Words | | Polar_Cap_Convection |
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 | | 12.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 154.00000 |
Conductance Model | | CTIM |
Corotation | | real |
Run Number | | Maimaitirebike_Maimaiti_110615_2 |
Minimum Dst Value | | -24 |
SW Source | | DSCOVR-realtime |
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 Cluster-2 for time period of this run.
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)
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