Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-06-20020326_140000_20020326_184500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/26 |
Start Time | | 2002/03/26 14:00 |
End Time | | 2002/03/26 18:43 |
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 | | -12.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-06-20020326_140000_20020326_184500-constBx0 |
Minimum Dst Value | | -35 |
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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)
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