Www.fugro.com On Low Speed Problem in Road Smoothness Profiling Vadim Peretroukhine Michael Nieminen September 28, 2011.

Slides:



Advertisements
Similar presentations
Summary of Data Collection For period of 27 May 2011 to 25 August 2011 Daniel Leow
Advertisements

Chapter 15 Oscillatory Motion.
Filtering Signal Processing.2
Physics for Scientists and Engineers, 6e
Running a model's adjoint to obtain derivatives, while more efficient and accurate than other methods, such as the finite difference method, is a computationally.
A Connected Vehicle-Based Application to Estimate Road Roughness Transportation agencies devote significant resources towards collection of highly detailed.
1 PAVEMENT DATA ITEMS. 2 Climate_Shapes (4 LTPP zones) Soil_Shapes Metadata Estimates Section level data HPMS Pavement Data Summary level data.
History Dynatest was founded in 1976 in Denmark by a group of engineers and technicians who combined  science  technology and  business into the development.
Design of Highway Vertical Alignment Chapter 16
CHE 185 – PROCESS CONTROL AND DYNAMICS
Speed and Acceleration
Pavement Ride Quality Nicholas Vitillo, Ph. D. Center for Advanced Infrastructure and Transportation.
Accelerometer-based Transportation Mode Detection on Smartphones
Chapter 16 Wave Motion.
Kinematics Demo – Ultrasonic locator Graph representation.
Data Sources The most sophisticated forecasting model will fail if it is applied to unreliable data Data should be reliable and accurate Data should be.
APPLICATIONS OF INTEGRATION
Accelerometer based localization for distributed off-the-shelf robots (Cots-Bots) Thomas Cheng, Sarah Bergbreiter Advisor: Prof. K.S.J. Pister Objectives.
Chapter 7 Kinetic energy and work Key contents Work and kinetic energy Work done by gravity, springs and a variable force Power.
3.3 –Differentiation Rules REVIEW: Use the Limit Definition to find the derivative of the given function.
Objectives Identify the conditions of simple harmonic motion.
Chapter 2 Motion in One Dimension. Kinematics Describes motion while ignoring the agents that caused the motion For now, will consider motion in one dimension.
GRAPHICAL ANALYSIS OF MOTION
Chapter 2 Kinematics Slide 1 of 24
Vibrations and Waves Chapter 11.
Portorož, Slovenia ADVANCED ANALYSIS FOR SINGULAR LONGITUDINAL PROFILES Alejandro Amírola SanzAlejandro Amírola Sanz Equipment research and development.
Moving to International Roughness Index Measured By Inertial Profilers for Acceptance of New Asphalt Construction in Ontario By John A. Blair, Bituminous.
Vectors Readings: Chapter 3. Vectors Vectors are the objects which are characterized by two parameters: magnitude (length) direction These vectors are.
Footer Text 3D TEXTURE MEASUREMENT Development and Field Evaluation of a Texture Measurement System Based on Continuous Profiles from a 3D Scanning Instrument.
Kinematics and One Dimensional Motion: Non-Constant Acceleration 8
1 Chapter 6: Motion in a Plane. 2 Position and Velocity in 2-D Displacement Velocity Average velocity Instantaneous velocity Instantaneous acceleration.
Section – Ratio, Proportion, Variation The Vocabulary.
Chapter 11 Preview Objectives Hooke’s Law Sample Problem
Comparison of Inertial Profiler Measurements with Leveling and 3D Laser Scanning Abby Chin and Michael J. Olsen Oregon State University Road Profile Users.
Use of Probe Vehicles to Measure Road Ride Quality
Sources of noise in instrumental analysis
Physics MOTION Motion Diagrams n A series of images of a moving object that records its position after equal time intervals n *see the pictures in your.
4/25/2017 9:25 AM Inertial Profiler Forum Intro to the Inertial Profiler Implementation September 28, 2015 © 2015 California Department of Transportation.
MnDOT Pavement Surface Smoothness Specification 23 rd Annual RPUG Meeting September 29, 2011.
SPEED AND ACCELERATION. MOTION  Motion occurs when an object changes position relative to a reference point  You do not need to see an object in motion.
1 COMPARISON OF MPD VALUES FROM HIGH- SPEED LASER MEASUREMENTS WITH MPD FROM TWO STATIONARY DEVICES Rohan Perera, PhD, PE Soil and Materials Engineers,
Working towards a revised MPD standard (ISO ) a sneak-peek on the current mind set Bo Söderling; LMI Technologies Ltd.
By Terry Treutel Ride Quality Consultant Former WisDOT Ride Spec Coordinator.
1 Rosalia Daví 1 Václav Vavryčuk 2 Elli-Maria Charalampidou 2 Grzegorz Kwiatek 1 Institute of Geophysics, Academy of Sciences, Praha 2 GFZ German Research.
Motion in Two and Three Dimensions. 4-2 Position and Displacement The position vector is typically used to indicate the location of a particle. The position.
1 1 Chapter 6 Forecasting n Quantitative Approaches to Forecasting n The Components of a Time Series n Measures of Forecast Accuracy n Using Smoothing.
Motion Notes. Key Terms 1)Motion: 2)Reference point: The state in which one object’s distance from another is changing. A place or object used for comparison.
National Highway Institute 4-1 REV-2, JAN 2006 PROFILE INDICES BLOCK 4.
ROAD PROFILING-ROUGHNESS Presentation by Niranjan Santhirasegaram
TRAFFIC STUDY AND FORECASTING SHRI DEVI POLYTECHINIC
Rectilinear Motion & Equations for motion for uniform acceleration Scalar Velocity SpeedVector AccelerationDistance Displacement Average Speed Average.
National Highway Institute 5-1 REV-2, JAN 2006 EQUIPMENT FACTORS AFFECTING INERTIAL PROFILER MEASUREMENTS BLOCK 5.
In this chapter, we explore some of the applications of the definite integral by using it to compute areas between curves, volumes of solids, and the work.
Motion in One Dimension - velocity. Motion – A change in position Motion.
Lecture 4 Motion and Velocity Ozgur Unal
Integration and Differentiation of Time Histories
Chapter 1 Multiple Choice
INSTRUMENTING THE MODEL
Motion with Constant Acceleration
Motion AS Physics Speed and Velocity Acceleration
Vehicle Segmentation and Tracking in the Presence of Occlusions
Foundations of Physical Science
University of Maryland, College Park
Instantaneous Speed Lesson 9 January 31st, 2011.
Dutch driving behavior analyses | Norbert Ligterink
Patented Precision 8 August 2014 US Patent 6,775,914
CHAPTER 3 Describing Relationships
Sound waves... light waves... water waves....
SIGHT DISTANCE Spring 2019.
Motion in One Dimension
Presentation transcript:

On Low Speed Problem in Road Smoothness Profiling Vadim Peretroukhine Michael Nieminen September 28, 2011

Problem Description  Usually, the cruiser speed of inertial profiler is between 45 and 60 mph. Practically, from time to time during a collection session profilers have to reduce the speed due to the high traffic volume, traffic lights etc.  When the speed gets lower, the longitudinal profile is more sensitive to the measurement from the accelerometer. The measurement of the elevation is proportional to the amplitude of the acceleration squared  As a result, the calculated longitudinal profile and the IRI fail to meet the accuracy and repeatability criteria at lower speeds

Standard Pipeline  The principal components of inertial profilers are height sensors, accelerometers, and a distance measuring system  The typical data pipeline is shown below. The difference between the measurements of the accelerometer (integrated twice) and height sensor is the longitudinal road profile that is the input for calculation of the International Roughness Index (IRI) Height (Laser) Acceleration (Accelerometer) Vertical Velocity Longitudinal Profile ∑ Vertical Displacement ∑ IRI Anti-aliasing filter Low-pass 250mm filter

Enhanced Pipeline  The pipeline is enhanced with speed-sensitive filters that smoothen the accelerometer influence at low-speed zones and remove parasitic frequencies specific for certain low speed intervals  Resulting longitudinal profile is much closer to the road profile collected at the cruiser speed only Height (Laser) Acceleration (Accelerometer) Vertical Velocity Longitudinal Profile ∑ Vertical Displacement ∑ IRI Low-pass 250mm filter Speed-sensitive filters

Benefits for Network Collection  Current practice –Exclude from section averages the IRI collected in low speed (<12.5 mph) zones  Benefits of improved filters –Minimize invalidation zone –Greater coverage of valid IRI

 Collection vehicle performed a full stop during a section, resulting in a spike in the longitudinal profile and, consequentially, in a large IRI value  Post-processing reduced the magnitude of the spike quite dramatically Sample Output 1 Post-processed long. profile Original ARAN’s long. profile (capped)

Sample Output 2  Spike in instantaneous IRI is also reduced  Average IRI for the section dropped from 354 in/mile to 91 in/mile (actual is 86 in/mile) Post-processed IRI Original ARAN’s IRI (capped)

Sample Output 3 Compared with the profile collected at cruiser speed, we still can see some disturbance but at much smaller magnitude than for the original one Post-processed long. profile Original ARAN’s long. profile (capped) Original ARAN’s long. profile at cruiser speed

Non-Casual Filters  Our speed-dependent filters are non-casual  The longitudinal profile and the IRI indexes can be calculated as 1.A post-processing activity based on the collected raw data. 2.A pseudo real-time procedure with the delay that is approximately equal to the sum of the base lengths of all used filters in the enhanced pipeline. Data InputData Output Processing Delay

Future Directions  Continue to work on improving the repeatability of the profiles calculated with a new technique for the collection sessions with low speed zones.  Apply the same technique to different accelerator models in order to understand how the set of the speed-sensitive filters must be tuned for specific hardware  Define and use typical patterns, such as the measured height volatility during the sudden deceleration of the truck, for improving the correlation of the calculated profile with the profile collected at the cruiser speed  Incorporate data from other sensors during low speed zones to improve calculation of inertial reference

Why Care?  IRI is part of the standard HPMS reporting –Small sample sections –Difficult to get accurate data on some sections –Improving low speed roughness can help  Enable a consistent standard measure (IRI) to be used in both urban and rural environments  Longitudinal profile and IRI are widespread measurements –High accuracy and robustness has common benefit –Low cost measurement also helps developing nations measure and manage infrastructure investments

Questions? Thank You