Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-09-20020331_223000_20020401_031500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/31 |
Start Time | | 2002/03/31 22:30 |
End Time | | 2002/04/01 03:13 |
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 | | 0.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-09-20020331_223000_20020401_031500-constBx0 |
Minimum Dst Value | | -7 |
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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