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 GOES-10 for time period of this run.
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)
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