Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_031715_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 08, 2009 |
Start Time | | 2009/04/08 00:00 |
End Time | | 2009/04/11 05:00 |
Key Words | | Chandrayaan-1, 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 | | 4.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_031715_1 |
Minimum Dst Value | | -31 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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