Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-12-20020217_171000_20020217_215000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/17 |
Start Time | | 2002/02/17 17:10 |
End Time | | 2002/02/17 21:48 |
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 | | 4.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-12-20020217_171000_20020217_215000-constBx0 |
Minimum Dst Value | | -17 |
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 Wind for time period of this run.
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)
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