Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-11-20020710_061800_20020710_110300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/10 |
Start Time | | 2002/07/10 06:18 |
End Time | | 2002/07/10 11:01 |
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 | | -17.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-11-20020710_061800_20020710_110300-constBx0 |
Minimum Dst Value | | -2 |
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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)
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