Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-07-20021119_172100_20021119_220600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/19 |
Start Time | | 2002/11/19 17:21 |
End Time | | 2002/11/19 22:04 |
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 | | 12.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-07-20021119_172100_20021119_220600-constBx0 |
Minimum Dst Value | | -37 |
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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