Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-02-20020708_112400_20020708_160900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/08 |
Start Time | | 2002/07/08 11:24 |
End Time | | 2002/07/08 16:07 |
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 | | -29.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-02-20020708_112400_20020708_160900-constBx0 |
Minimum Dst Value | | -11 |
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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