Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-07-20021223_003600_20021223_052100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/23 |
Start Time | | 2002/12/23 00:36 |
End Time | | 2002/12/23 05:19 |
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 | | 32.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-07-20021223_003600_20021223_052100-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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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)
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