Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit391-07-20030111_012600_20030111_061100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/11 |
Start Time | | 2003/01/11 01:26 |
End Time | | 2003/01/11 06:09 |
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 | | 31.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit391-07-20030111_012600_20030111_061100-constBx0 |
Minimum Dst Value | | -28 |
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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)
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