Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-10-20030102_030900_20030102_075300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/02 |
Start Time | | 2003/01/02 03:09 |
End Time | | 2003/01/02 07:51 |
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 | | 32.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-10-20030102_030900_20030102_075300-constBx0 |
Minimum Dst Value | | -14 |
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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