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.
Satellite data B plot for Polar for time period of this run.
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