Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tamitha_Mulligan_110306_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 24 2004 |
Start Time | | 2004/07/24 15:00 |
End Time | | 2004/07/24 23:59 |
Key Words | | Storm |
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 | | 30.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 151.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Tamitha_Mulligan_110306_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.
Satellite data B plot for Polar for time period of this run.
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)
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