Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |