Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_120816_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 06, 2009 |
Start Time | | 2009/07/06 00:00 |
End Time | | 2009/07/07 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 | | 19.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.16 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_120816_4 |
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 Geotail for time period of this run.
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)
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