Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-09-20020601_182400_20020601_230900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/01 |
Start Time | | 2002/06/01 18:24 |
End Time | | 2002/06/01 23:07 |
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 | | -27.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.12 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-09-20020601_182400_20020601_230900-constBx0 |
Minimum Dst Value | | 9 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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