Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_061006_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 23 2006 |
Start Time | | 2006/01/23 5:00 |
End Time | | 2006/01/23 11:00 |
Key Words | | ESR Cluster VORTEX |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 89.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Patrick_Daum_061006_1 |
Minimum Dst Value | | -19 |
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 Polar for time period of this run.
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)
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