Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hugh_Evans_012816_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 05, 2010 |
Start Time | | 2010/04/05 00:00 |
End Time | | 2010/04/10 00:00 |
Key Words | | Galaxy 15 |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.25 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 79.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hugh_Evans_012816_1 |
Minimum Dst Value | | 12 |
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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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