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