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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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