Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit329-09-20020816_222400_20020817_030800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/16 |
Start Time | | 2002/08/16 22:24 |
End Time | | 2002/08/17 03:06 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 219.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit329-09-20020816_222400_20020817_030800-constBx0 |
Minimum Dst Value | | -14 |
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.
![](data: 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