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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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