Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-07-20020709_111400_20020709_155900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 11:14 |
End Time | | 2002/07/09 15:57 |
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 | | -29.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.56 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-07-20020709_111400_20020709_155900-constBx0 |
Minimum Dst Value | | -4 |
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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