Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-01-20020701_023800_20020701_072600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/01 |
Start Time | | 2002/07/01 02:38 |
End Time | | 2002/07/01 07:24 |
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 | | -13.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.48 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-01-20020701_023800_20020701_072600-constBx0 |
Minimum Dst Value | | -20 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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