Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-10-20020523_104700_20020523_153100-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 | | 2002/05/23 |
Start Time | | 2002/05/23 10:47 |
End Time | | 2002/05/23 15:29 |
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 | | -26.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-10-20020523_104700_20020523_153100-constBx0 |
Minimum Dst Value | | -63 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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