3D Visualization of MPDV Data - KB Home
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Vision – Service – Partnership Managed and Operated by National Security Technologies, LLC Nevada National Security Site
3D Visualization of MPDV Data
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3D Visualization of MPDV Data Ding Yuan, Thomas Tunnel, David Esquibel and Daniel Marks
National Security Technologies, LLC
Los Alamos Operations P.O. Box 809, Los Alamos, NM 87544
For 7th Annual PDV Workshop
October 22‒23, 2012 Albuquerque, NM
This work was done by National Security Technologies, LLC, under
Contract No. DE-AC52-06NA25946 with the U.S. Department of Energy.
DOE/NV/25946--1633
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Outline
1. Objectives 2. Major algorithm groups
1. Velocity time series normalization 2. In-line calculation of location, acceleration,
displacement and uncertainty 3. Grid interpolation 4. Instantaneous surface modeling 5. Instantaneous vector field modeling
3. Samples of 3D visualization 4. Samples of 4D visualization 5. Summary
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Objectives
• When MPDV data of an object are acquired: – How to calculate and spatially interpolate other
relevant quantities from the velocity data, such as accelerations, displacement?
– How to calculate and visualize the coherent movement of the object (essentially displacement)?
– How to calculate and visualize the dynamic fields of the velocity and its derived measurements, such as accelerations and uncertainties?
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Major Algorithm Groups
Geometry & Coordinates
Temporal Normalization
In-Line Calculation
Grid/Surface Modeling
Vector Field Modeling
2D Projection of MPDV Configuration
3D Visualization of MPDV Configurations
2D/4D Visualization of in-line Measurements
4D Visualization of Surface Dynamics
5D Visualization of Surface Vector Fields
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Single Probe PDV Time Series
• In-line time series • May have
differences in beginning and ending times and sampling intervals.
• Many in-line quantities can be derived, such as acceleration, displacement, location ad uncertainty
1dv),,( zyx
w
v
PDV Probe
),,( 000 zyx
x
z
yu
Reference coordinate system
Initial Location
2dv
kdv
)0,0,0(
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Sample MPDV Line of Sight Plot
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Multiple Probe PDV Data
Multiple time series with respect to different probe directions.
xv
yv
zv
vdvθ
),,( zyx
w
uv
PDV
xvyv
zv
vdvθ
),,( zyx
xv
yv
zv
vdv θ
),,( zyx
Time Dependent
Surface
r
),,( 000 zyx
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3D Visualization of MPDV Time Series
• Similar setup for the single time series from individual probes
• The MPDV time series need to be re-sampled in order to have the same time ticks
• Spatial interpolation is needed for visualizing surface movement
PDV Probes
1, 2, 3, 4, 5
Surface 0
Surface k
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1) Resample and normalize the multiple PDV in-line velocity data series
2) Derive in-line surface location, displacement, acceleration, and uncertainty data
3) Construct instantaneous surface location (x, y, z) sampling data set with respect to a given time.
4) Interpolate a surface location function for the whole domain using the instantaneous surface sampling data
5) Plot the interpolated instantaneous surface location function obtained in Step 4.
6) Repeat Steps 3 to 5 for all sampling times in the normalized in-line surface location data (Dynamic View).
7) Other vector data can be overlaid on top of the instantaneous surface.
Key Steps for 3D Visualization
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Surface Deformation– External View
• Surface deformation external view
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Surface Deformation– External View
• Surface deformation external view with PDV probe locations
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Surface Deformation- Cut View
• Surface deformation cut view
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Surface Deformation- Cut View
• Surface deformation cut view with PDV probe locations
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Surface Deformation-Velocity Field
• Surface deformation overlaid with velocity field and PDV probe locations
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Surface Deformation- Acceleration Field
• Surface deformation overlaid with acceleration field and PDV probe locations
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Surface Deformation- Uncertainty Field
• Surface deformation overlaid with uncertainty field and PDV probe locations
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Summary • We are now able to (with MPDV)
– Derive and spatially interpolate velocity and other physical quantities of a deforming object
– Visualize the dynamics of the deformation of the object – Visualize the velocity and other physical quantities defined on
the deforming surface. • Unresolved issues exist
– PDV data calibrations – Uncertainty estimations – Grid calculation and interpolation – Physical measures, such as strain and stress
• Path forward – Refine and improve the algorithms – Expand physical quantity calculations – Explore PDV velocity calibrations