Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-11-20020327_135000_20020327_183500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/27 |
Start Time | | 2002/03/27 13:50 |
End Time | | 2002/03/27 18:33 |
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 | | -12.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-11-20020327_135000_20020327_183500-constBx0 |
Minimum Dst Value | | -15 |
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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