Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-02-20030107_162800_20030107_211300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/07 |
Start Time | | 2003/01/07 16:28 |
End Time | | 2003/01/07 21:11 |
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 | | 14.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-02-20030107_162800_20030107_211300-constBx0 |
Minimum Dst Value | | -13 |
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 Wind for time period of this run.
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)
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