Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Takuma_Nakamura_102608_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 6 1998 |
Start Time | | 1998/02/06 17:00 |
End Time | | 1998/02/06 24:00 |
Key Words | | FTE |
Model | | BATSRUS |
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 | | -4.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 81.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Takuma_Nakamura_102608_1 |
Minimum Dst Value | | 4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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