Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit398-03-20030126_220300_20030127_024700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/26 |
Start Time | | 2003/01/26 22:03 |
End Time | | 2003/01/27 02:45 |
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 | | 23.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 121.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit398-03-20030126_220300_20030127_024700-constBx0 |
Minimum Dst Value | | -15 |
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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