Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-02-20020703_171600_20020703_220100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/03 |
Start Time | | 2002/07/03 17:16 |
End Time | | 2002/07/03 21:59 |
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 | | -30.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-02-20020703_171600_20020703_220100-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.
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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