Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-08-20020329_083800_20020329_132300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/29 |
Start Time | | 2002/03/29 08:38 |
End Time | | 2002/03/29 13:21 |
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 | | -3.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-08-20020329_083800_20020329_132300-constBx0 |
Minimum Dst Value | | -3 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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