Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-07-20020211_230600_20020212_035100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/11 |
Start Time | | 2002/02/11 23:06 |
End Time | | 2002/02/12 03:49 |
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 | | 21.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-07-20020211_230600_20020212_035100-constBx0 |
Minimum Dst Value | | -27 |
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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)
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