Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-06-20021014_200300_20021015_004800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/14 |
Start Time | | 2002/10/14 20:03 |
End Time | | 2002/10/15 00:46 |
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 | | 7.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-06-20021014_200300_20021015_004800-constBx0 |
Minimum Dst Value | | -54 |
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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