Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit311-12-20020705_165600_20020705_213600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/05 |
Start Time | | 2002/07/05 16:56 |
End Time | | 2002/07/05 21:34 |
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 | | -30.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit311-12-20020705_165600_20020705_213600-constBx0 |
Minimum Dst Value | | -8 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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