Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit292-05-20020520_020100_20020520_064600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/20 |
Start Time | | 2002/05/20 02:01 |
End Time | | 2002/05/20 06:44 |
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 | | -10.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit292-05-20020520_020100_20020520_064600-constBx0 |
Minimum Dst Value | | -17 |
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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