Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-10-20020724_080900_20020724_125400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/24 |
Start Time | | 2002/07/24 08:09 |
End Time | | 2002/07/24 12:52 |
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 | | -19.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 215.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-10-20020724_080900_20020724_125400-constBx0 |
Minimum Dst Value | | -12 |
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 Geotail for time period of this run.
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)
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