Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_121516_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 09, 2009 |
Start Time | | 2009/07/09 00:00 |
End Time | | 2009/07/10 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 | | 19.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_121516_3 |
Minimum Dst Value | | -10 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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