Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-04-20020321_101500_20020321_145900-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 10:15 |
End Time | | 2002/03/21 14:57 |
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 | | -4.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-04-20020321_101500_20020321_145900-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 GOES-10 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. |