Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_072617_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 22, 2015 |
Start Time | | 2015/06/22 12:45 |
End Time | | 2015/06/23 01:45 |
Key Words | | Magnetopause Crossing |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 255.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_072617_2 |
Minimum Dst Value | | -111 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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