Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_101316_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 08, 2009 |
Start Time | | 2009/03/08 00:00 |
End Time | | 2009/03/09 00:00 |
Key Words | | Magnetosphere |
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 | | -8.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 67.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_101316_3 |
Minimum Dst Value | | -11 |
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 GOES-12 for time period of this run.
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)
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