Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-09-20021015_102100_20021015_150600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/15 |
Start Time | | 2002/10/15 10:21 |
End Time | | 2002/10/15 15:04 |
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 | | 3.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-09-20021015_102100_20021015_150600-constBx0 |
Minimum Dst Value | | -43 |
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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