Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masaki_Nishino_121105_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 6 1996 |
Start Time | | 1996/01/06 12:00 |
End Time | | 1996/01/07 0:00 |
Key Words | | Bx dominant IMF |
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 | | -18.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Masaki_Nishino_121105_2 |
Minimum Dst Value | | -1 |
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 GOES-8 for time period of this run.
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)
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