Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-05-20021021_183700_20021021_232100-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 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/21 |
Start Time | | 2002/10/21 18:37 |
End Time | | 2002/10/21 23:19 |
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 | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-05-20021021_183700_20021021_232100-constBx0 |
Minimum Dst Value | | -21 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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