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 Polar for time period of this run.
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)
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