Introduction The strain transport formula has been around for many years. It is often glossed over in training, and taken for granted. But, it can do so.

Slides:



Advertisements
Similar presentations
Continuous Estimation in WLAN Positioning By Tilen Ma Clarence Fung.
Advertisements

DEFLECTION Lecture #19 Course Name : DESIGN OF MACHINE ELEMENTS Course Number: MET 214.
Electricity and Magnetism
Applications of Integration
BFC (Mechanics of Materials) Chapter 6: Torsion
Case Study – Application of Sensors in measuring torque and thrust produced by propellers in small unmanned quad-rotor helicopter.
(MT 207) B.Sc (ENGINEERING) LEVEL 2 (Semester 2)
1 © 2014 Adaptive Insights | Confidential & Proprietary THE GLOBAL LEADER IN CLOUD BI & CPM New Sheets End User Training Transition Kit.
Calculer en avançant – 734 = – 734 =
Applications of Percents Section 6.6. Objectives Solve applications involving percent Find percent of increase and percent of decrease Read data from.
Application of the Direct Optimized Probabilistic Calculation Martin Krejsa Department of Structural Mechanics Faculty of Civil Engineering VSB - Technical.
Direct and Inverse Variations Direct Variation When we talk about a direct variation, we are talking about a relationship where as x increases, y increases.
ENGR 241 – Introduction To Manufacturing
Printer Velocity Team 6 Mitchell Fiegel Tom Graf Jaclyn Fissinger Matt Leu Alejandro Buxo Sumit Zaver.
PHYSICS Units: Analyzing Motion Work and Energy Waves Electricity and Magnetism.
MAE 314 – Solid Mechanics Yun Jing
Describing Motion What is speed? Think of the fastest and slowest speed limits near the school, on the roads in front of your homes, or on a highway.
Velocity and Acceleration. Velocity Describes both speed and direction of an object. Describes both speed and direction of an object. How can an object.
Teacher Page IV. Force, motion and mechanical energy A. Relative Motion 7th grade assessment Science standards 3.1; 3.3; 4.1 Students should be able to.
Moving Water Diffusion – The process by which materials move from an area of higher concentration to an area of lower concentration in order to reach.
Paging Area Optimization Based on Interval Estimation in Wireless Personal Communication Networks By Z. Lei, C. U. Saraydar and N. B. Mandayam.

Acceleration. Acceleration Acceleration is the rate of change in velocity. Acceleration can be a change in speed or direction.
Instrumented Wheel For Wheelchair Propulsion Assessment. Jacob Connelly Andrew Cramer John Labiak.
PLUS.
Electricity and Magnetism
Normal-Tangential coordinates
Direct and Inverse Variations
Stress, Strain and Elastic Deformations
WUFFDA Basics WUFFDA requires the MicroSoft Excel spreadsheet program with the Solver Option installed. Basic knowledge of spreadsheet usage is.
Check your understanding!
Chapter 6 Section 3,4 Bending Deformation, Strain and Stress in Beams
Solving Quadratic Equations
Date of download: 11/14/2017 Copyright © ASME. All rights reserved.
Acceleration.
3 Torsion.
Introduction to Structural Member Properties
Thickness of a Thin Layer
Bending Test Conduct Bending Test
Introduction to Structural Member Properties
3 Torsion.
Effective bending moment method
Let’s Calculate….
The number 1 ranked item is…
Theory of Simple Bending
Quick Question: The Top Thrill Dragster Coaster is the 2nd
Lecture Objectives LES Multizone modeling.
Material Properties and Forces
التدريب الرياضى إعداد الدكتور طارق صلاح.
Direct and Inverse Variations
Direct and Inverse Variations
( BDA ) CHAPTER V THICK CYLINDER
Introduction to Structural Member Properties
Edge Instability in Two-jet Impingement
Direct and Inverse Variations
Speed & Velocity.
Chapter 6 Bending.
3 Torsion.
Find: λc P P 1[in] fixed y 8 [in] A A’ 14[in] x 1[in] L z z fixed L/2
Fire Resistance of Steel Structures
The properties of a circle and how you can identify it.
Lesson 4: Introduction to Functions
Introduction to Structural Member Properties
Elastic Deformation: Stress, Strain and Hook’s Law
6.1 Areas Between Curves To find the area:
Circular Motion Uniform Circular Motion is rotational motion where the angular velocity of an object is constant. Because we are moving in circles and.
Introduction to Structural Member Properties
Describing Motion.
Whole Sheet Chord-Chord Secant-Tangent Secant-Secant Tangent-Tangent.
Chapter 32 Examples 1,2.
Presentation transcript:

Introduction The strain transport formula has been around for many years. It is often glossed over in training, and taken for granted. But, it can do so many things for the informed user.

the velocity of any other roller divided by one plus its web strain. Background The velocity of a roller divided by one plus the web strain at the roller is equal to the velocity of any other roller divided by one plus its web strain. Vref V1 V2 V3 Vn eref e1 e2 e3 en Where:

Tension Calculation If you know the reference strain and velocity, you can: Vn en V3 e3 V2 e2 V1 e1 Vref eref Load Cell calculate any other strain, if you know the velocity calculate the required velocity, if you know the desired strain

Length of relaxed web past Rollern : Length Calculation Length of relaxed web past Rollern : where

Length Calculation Relaxed length of a cut sheet: Where CPT = Cuts Per Time

Strain Sensitive Process If your process is strain sensitive: Tref should be as low as possible! Vn en V3 e3 V2 e2 V1 e1 Vref Tref Load Cell Use Vn to control en

Strain Sensitive Process If your process is strain sensitive, but you need high tension at the parent roll! Load Cell Vn en V3 e3 V2 e2 Vref Tref V-1 T-1 Use Vn to control en

If your process is tension sensitive, Vn should equal Vref ! Tension Sensitive Process If your process is tension sensitive, Vn should equal Vref ! Vn Tn V3 T3 V2 T2 V1 T1 Vref Tref Load Cell

Some times tension goes up, sometimes down, sometimes both? Tension Troubleshooting Some times tension goes up, sometimes down, sometimes both? Vn Tn V3 T3 V2 T2 V1 T1 Vref Tref Load Cell If Vn>Vref , when EA increases, Tn increases. If Vn<Vref , when EA increases, Tn decreases. If Vn=Vref , when EA increases, Tn is unchanged.

Parent Roll WOT at Winding What is the wound on tension, WOT, in the outer layer on the parent roll? V2 T2 V1 T1 Load Cell

What tension was the parent roll wound at? Parent Roll WOT at Unwind What tension was the parent roll wound at? V2 T2 V1 T1 Load Cell

Modulus Measurement If you know two tensions and two velocities, you can calculate modulus. V2 T2 V1 T1 Load Cell

If you know the strain that damages your web, and its thickness: Smallest Bending Radius If you know the strain that damages your web, and its thickness: ro ri h

The Small Strain Assumption The small strain assumption is sometimes used to make it easier to solve difficult formulas.

Conclusion The strain transport formula has been around for many years. It is often glossed over in training, and taken for granted. But, it can do so many things for the informed user. Now, You Are Informed!

RJLynch & Associates, LLC Questions? Ron Lynch RJLynch & Associates, LLC ronjlynch@hotmail.com 513-503-5160