Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit295-06-20020527_095500_20020527_143900-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 | | 2002/05/27 |
Start Time | | 2002/05/27 09:55 |
End Time | | 2002/05/27 14:37 |
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 | | -24.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.65 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit295-06-20020527_095500_20020527_143900-constBx0 |
Minimum Dst Value | | -64 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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