Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-07-20020723_175100_20020723_223600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/23 |
Start Time | | 2002/07/23 17:51 |
End Time | | 2002/07/23 22:34 |
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 | | -26.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-07-20020723_175100_20020723_223600-constBx0 |
Minimum Dst Value | | -8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |