Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-07-20021114_231000_20021115_035500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 23:10 |
End Time | | 2002/11/15 03:53 |
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 | | 25.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-07-20021114_231000_20021115_035500-constBx0 |
Minimum Dst Value | | -25 |
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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