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