Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: JiXiang_Zhang_042923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 30, 2017 |
Start Time | | 2017/03/30 00:00 |
End Time | | 2017/04/03 00:00 |
Key Words | | 2017 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 85.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | JiXiang_Zhang_042923_1 |
Minimum Dst Value | | -51 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |