Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Motoharu_Nowada_090918_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 05, 2000 |
Start Time | | 2000/11/05 04:00 |
End Time | | 2000/11/05 08:00 |
Key Words | | Effect of IMF-By |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -27.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.07 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 183.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Motoharu_Nowada_090918_6 |
Minimum Dst Value | | -29 |
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 Polar for time period of this run.
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)
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