Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_020317_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 09, 2009 |
Start Time | | 2009/06/09 00:00 |
End Time | | 2009/06/13 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 | | 20.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.13 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_020317_1 |
Minimum Dst Value | | -6 |
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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