Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_012821_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 14, 2015 |
Start Time | | 2015/03/14 00:00 |
End Time | | 2015/03/21 00:00 |
Key Words | | ENA |
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 | | -6.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.67 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 114.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_012821_1 |
Minimum Dst Value | | -228 |
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. |