Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-08-20020523_011700_20020523_060100-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 01:17 |
End Time | | 2002/05/23 05:59 |
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 | | -11.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-08-20020523_011700_20020523_060100-constBx0 |
Minimum Dst Value | | -1 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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