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 THEMIS-B for time period of this run.
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)
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