Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit252-10-20020214_223200_20020215_031700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/14 |
Start Time | | 2002/02/14 22:32 |
End Time | | 2002/02/15 03:15 |
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 | | 19.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit252-10-20020214_223200_20020215_031700-constBx0 |
Minimum Dst Value | | -6 |
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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