Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-12-20021011_061900_20021011_110300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/11 |
Start Time | | 2002/10/11 06:19 |
End Time | | 2002/10/11 11:01 |
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 | | 13.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-12-20021011_061900_20021011_110300-constBx0 |
Minimum Dst Value | | -42 |
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-8 for time period of this run.
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)
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