Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-12-20020722_083500_20020722_131500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/22 |
Start Time | | 2002/07/22 08:35 |
End Time | | 2002/07/22 13:13 |
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 | | -21.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.07 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-12-20020722_083500_20020722_131500-constBx0 |
Minimum Dst Value | | -38 |
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-1 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. |