Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-06-20020321_194500_20020322_002900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/21 |
Start Time | | 2002/03/21 19:45 |
End Time | | 2002/03/22 00:27 |
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 | | -2.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-06-20020321_194500_20020322_002900-constBx0 |
Minimum Dst Value | | -9 |
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 Polar 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. |