Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-11-20020322_193000_20020323_001400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/22 |
Start Time | | 2002/03/22 19:30 |
End Time | | 2002/03/23 00:12 |
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 | | -4.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-11-20020322_193000_20020323_001400-constBx0 |
Minimum Dst Value | | -9 |
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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