Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-03-20020708_161000_20020708_205500-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 16:10 |
End Time | | 2002/07/08 20:53 |
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 | | -31.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 135.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-03-20020708_161000_20020708_205500-constBx0 |
Minimum Dst Value | | -5 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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