Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_120816_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 03, 2009 |
Start Time | | 2009/07/03 00:00 |
End Time | | 2009/07/04 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 | | 19.83 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.37 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_120816_1 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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