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 GOES-10 for time period of this run.
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)
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