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.
Satellite data B plot for GOES-8 for time period of this run.
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)
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