Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-06-20021107_150200_20021107_194600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 15:02 |
End Time | | 2002/11/07 19:44 |
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 | | 7.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-06-20021107_150200_20021107_194600-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.
Data/Model comparison B plot for Polar for time period of this run.
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)
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