Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit254-06-20020218_213500_20020219_021900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/18 |
Start Time | | 2002/02/18 21:35 |
End Time | | 2002/02/19 02:17 |
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 | | 15.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit254-06-20020218_213500_20020219_021900-constBx0 |
Minimum Dst Value | | -24 |
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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