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-11 for time period of this run.
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)
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