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 Geotail for time period of this run.
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)
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