LENGTHS IN THE NEONATAL INTENSIVE CARE UNIT (NICU) AT THE UICH Presented by: Sathia Veeramoothoo Fan Yang.

Slides:



Advertisements
Similar presentations
Project VIABLE: Behavioral Specificity and Wording Impact on DBR Accuracy Teresa J. LeBel 1, Amy M. Briesch 1, Stephen P. Kilgus 1, T. Chris Riley-Tillman.
Advertisements

Chapter 2 The Process of Experimentation
Innovation data collection: Advice from the Oslo Manual South East Asian Regional Workshop on Science, Technology and Innovation Statistics.
Animal, Plant & Soil Science
Statistical Analysis Overview I Session 2 Peg Burchinal Frank Porter Graham Child Development Institute, University of North Carolina-Chapel Hill.
Lecture 28 Categorical variables: –Review of slides from lecture 27 (reprint of lecture 27 categorical variables slides with typos corrected) –Practice.
Lecture 6 Outline – Thur. Jan. 29
Funded through the ESRC’s Researcher Development Initiative Department of Education, University of Oxford Session 3.3: Inter-rater reliability.
Estimation of Sample Size
15 de Abril de A Meta-Analysis is a review in which bias has been reduced by the systematic identification, appraisal, synthesis and statistical.
Longitudinal Experiments Larry V. Hedges Northwestern University Prepared for the IES Summer Research Training Institute July 28, 2010.
1 Validation and Verification of Simulation Models.
Chapter 2 Simple Comparative Experiments
Incomplete Block Designs
Notes on Logistic Regression STAT 4330/8330. Introduction Previously, you learned about odds ratios (OR’s). We now transition and begin discussion of.
5-3 Inference on the Means of Two Populations, Variances Unknown
A Longitudinal Study of Maternal Smoking During Pregnancy and Child Height Author 1 Author 2 Author 3.
 Department of Family and Children Services, Santa Clara County  San Jose State University School of Social Work  Santa Clara County Children’s Issue.
Data and Data Collection Quantitative – Numbers, tests, counting, measuring Fundamentally--2 types of data Qualitative – Words, images, observations, conversations,
Repeated measures: Approaches to Analysis Peter T. Donnan Professor of Epidemiology and Biostatistics.
Rationale for growth monitoring. Why Monitor Growth Growth is the most sensitive indicator of health  normal growth only occurs if a child is healthy.
Sampling : Error and bias. Sampling definitions  Sampling universe  Sampling frame  Sampling unit  Basic sampling unit or elementary unit  Sampling.
LEARNING PRIORITY OF TECHNOLOGY PROCESS SKILLS AT ELEMENTARY LEVEL Hung-Jen Yang & Miao-Kuei Ho DEPARTMENT OF INDUSTRIAL TECHNOLOGY EDUCATION THE NATIONAL.
Introduction to SAS Essentials Mastering SAS for Data Analytics
G Lecture 5 Example fixed Repeated measures as clustered data
Evaluating a Research Report
General Linear Model & Classical Inference London, SPM-M/EEG course May 2014 C. Phillips, Cyclotron Research Centre, ULg, Belgium
QI Pilot Project: Lengths in NICU Susan Carlson MMSc, RD, CSP, LD; Angela Haverly RD, LD, Kirsten Hanrahan, ARNP, PNP, DNP; Angie Rausch, ARNP, PNP.
Psychology 301 Chapters & Differences Between Two Means Introduction to Analysis of Variance Multiple Comparisons.
Multilevel Data in Outcomes Research Types of multilevel data common in outcomes research Random versus fixed effects Statistical Model Choices “Shrinkage.
Biostatistics Case Studies 2008 Peter D. Christenson Biostatistician Session 5: Choices for Longitudinal Data Analysis.
Data Analysis – Statistical Issues Bernd Genser, PhD Instituto de Saúde Coletiva, Universidade Federal da Bahia, Salvador
Corinne Introduction/Overview & Examples (behavioral) Giorgia functional Brain Imaging Examples, Fixed Effects Analysis vs. Random Effects Analysis Models.
1October In Chapter 17: 17.1 Data 17.2 Risk Difference 17.3 Hypothesis Test 17.4 Risk Ratio 17.5 Systematic Sources of Error 17.6 Power and Sample.
Introduction to Survival Analysis Utah State University January 28, 2008 Bill Welbourn.
Chapter 4 Linear Regression 1. Introduction Managerial decisions are often based on the relationship between two or more variables. For example, after.
Lesson Multiple Regression Models. Objectives Obtain the correlation matrix Use technology to find a multiple regression equation Interpret the.
Controlling for Common Method Variance in PLS Analysis: The Measured Latent Marker Variable Approach Wynne W. Chin Jason Bennett Thatcher Ryan T. Wright.
Confidence intervals and hypothesis testing Petter Mostad
Introduction Memory Functioning Trajectories as a Level of Severity of Child Abuse during Inpatient Psychiatric Rehabilitation : An 18-Month Longitudinal.
HLM Models. General Analysis Strategy Baseline Model - No Predictors Model 1- Level 1 Predictors Model 2 – Level 2 Predictors of Group Mean Model 3 –
Chapter 10 Verification and Validation of Simulation Models
Inter-rater reliability in the KPG exams The Writing Production and Mediation Module.
APA Results Section Results.
EVALUATION OF THE RADAR PRECIPITATION MEASUREMENT ACCURACY USING RAIN GAUGE DATA Aurel Apostu Mariana Bogdan Coralia Dreve Silvia Radulescu.
T tests comparing two means t tests comparing two means.
1 Module One: Measurements and Uncertainties No measurement can perfectly determine the value of the quantity being measured. The uncertainty of a measurement.
Tutorial I: Missing Value Analysis
1 Statistics 262: Intermediate Biostatistics Regression Models for longitudinal data: Mixed Models.
Armando Teixeira-Pinto AcademyHealth, Orlando ‘07 Analysis of Non-commensurate Outcomes.
Biostatistics Case Studies Peter D. Christenson Biostatistician Session 3: Missing Data in Longitudinal Studies.
URBDP 591 A Lecture 16: Research Validity and Replication Objectives Guidelines for Writing Final Paper Statistical Conclusion Validity Montecarlo Simulation/Randomization.
Copyright © 2011 Wolters Kluwer Health | Lippincott Williams & Wilkins Chapter 1 Research: An Overview.
1 Statistics 262: Intermediate Biostatistics Mixed models; Modeling change.
AP Statistics Section 15 A. The Regression Model When a scatterplot shows a linear relationship between a quantitative explanatory variable x and a quantitative.
Building Valid, Credible & Appropriately Detailed Simulation Models
Statistical Concepts Basic Principles An Overview of Today’s Class What: Inductive inference on characterizing a population Why : How will doing this allow.
ParkNet: Drive-by Sensing of Road-Side Parking Statistics Irfan Ullah Department of Information and Communication Engineering Myongji university, Yongin,
Forecasting. Model with indicator variables The choice of a forecasting technique depends on the components identified in the time series. The techniques.
STA248 week 121 Bootstrap Test for Pairs of Means of a Non-Normal Population – small samples Suppose X 1, …, X n are iid from some distribution independent.
Analysis for Designs with Assignment of Both Clusters and Individuals
General Linear Model & Classical Inference
Supplementary Table 1. PRISMA checklist
Nutrition Research Overview
Chapter 10 Verification and Validation of Simulation Models
Eliminating Reproductive Risk Factors and Reaping Female Education and Work Benefits: A Constructed Cohort Analysis of 50 Developing Countries Qingfeng.
SAMPLING Sampling Requirements: 1) Instrument of Measurement
Intermediate methods in observational epidemiology 2008
Data and Data Collection
Biological Science Applications in Agriculture
Presentation transcript:

LENGTHS IN THE NEONATAL INTENSIVE CARE UNIT (NICU) AT THE UICH Presented by: Sathia Veeramoothoo Fan Yang

Introduction Measurements of growth are a good indication of overall well being and outcomes in infants. Length is a non-invasive measure of skeletal growth. Accurate measures of length are important for monitoring growth in infants transitioning to home, for high risk and primary care provider follow up, and infant nutrition programs.

Kirsten’s Goals Increased NP knowledge, confidence, and evidence based techniques for obtaining lengths. Increased documentation of discharge lengths in EPIC growth chart. Increased number of lengths in children at risk for growth failure. Increased reliability, precision and accuracy of lengths measures.

Main Goal Problem: Measurement of infant lengths using paper tape measures is inaccurate and unreliable. Purpose: To increase the accuracy, reliability and precision of length measurements in infants in newborn and intensive care units cared for and discharged from UICH.

Data Collection Design: For each infant a length measurement will be performed four times, twice each by two experienced Nurse Practitioners. Procedure: 1. NP1- Using tape measure in the envelope, obtain a length using standard procedure. 2. NP1- Reposition the child and obtain a second measure of the child’s length using an unmarked tape. 3. Give the envelope to another nurse practitioner to obtain repeated length within 24 hours. 4. NP 2- Using tape measure, obtain a length using standard procedure. 5. NP 2 - Reposition the child and obtain a second measure of the child’s length using an unmarked tape.

Overview of Original Data

Data Re-format using SAS /*Reformat data for SAS model fitting.*/ data babiesNew; set babies; nurse=NP_1; y=NP1_L1; treatment="standard"; output; nurse=NP_1; y=NP1_L2; treatment="unmarked"; output; nurse=NP_2; y=NP2_L1; treatment="standard"; output; nurse=NP_2; y=NP2_L2; treatment="unmarked"; output; keep ID GA BW DOL AGA y nurse treatment; run;

Modified Data

Modeling Rosenberg et al. (1992) essentially performed separate reliability analyses for each method being compared (e.g. paper tape vs. Prematometer). Using this same tactic for Kirsten’s data, we can model the variability in lengths within each method (marked vs. unmarked) as being caused by one of three sources: 1. baby-to-baby variability 2. nurse-to-nurse variability (inter-rater variability) 3. random noise The resulting two reliability measures would then be compared to see if one method was more reliable than the other.

Modeling Challenges Pure within nurse or intra-rater variability: Nurses did not repeatedly measure the same baby under the exact same conditions (i.e. with the same type of tape). Intra-baby variability: We do have two measurements from the same nurse on the same baby, but they were under different conditions (specially, one was done on a marked tape and one was done on an unmarked tape). Confounding: the difference in these two measurements could be due to a difference in the methods (marked vs. unmarked) or due to intra-rater variability.

Intra-class Correlation and Reliability With the previously-mentioned three sources of reliability, we can compare the reliability of these two methods of measuring length by comparing the value of their intra- class correlation (ICC). ICC is used as a measure of how reliable the method is for measuring length is, and it essentially relates the variability between nurses to the variability between babies. For example, if nurses tend to give the same measurement for a baby, then the ICC will be close to 1.

SAS Code data standard; set babiesNewer; where treatment = “marked"; run; proc mixed data=marked; class ID nurse; model y = ; random nurse ID; run Covariance Parameter Estimates Cov Parm Estimate nurse ID Residual Covariance Parameter Estimates Cov Parm Estimate nurse ID Residual data unmarked; set babiesNewer; where treatment = "unmarked"; run; proc mixed data=unmarked; class ID nurse; model y = ; random nurse ID; run;

ICC Values and Interpretation This suggests the nurses were in better alignment when using the marked tapes. Limitation: We haven't tested to see if the ICC values are actually statistically significantly different. Baby-to-baby variability in these two analysis were essentially identical (as would be expected because the same babies were used for both), and it was the difference in the nurse-to-nurse variability across the methods that was the source of the differing ICC values.

More on Reliability Lack of data: Kirsten has not yet collected data on length boards. Recommendations for future data collection: For intra- and inter-rater reliability: Take two (or more) measurements on each baby with the same nurse AND the same type of measurement instrument Get these same measurements by a second nurse For comparing intra-rater reliability for length boards compared to tapes: Take the above four measurements under each method (length board vs. paper tape)

Kirsten’s Survey and Analysis

Survey – Technique Summary

Survey - continued

Point Data Analysis – Overview of Length

Point Data Analysis – Baby Exposure

Point Data Analysis - Distribution of RF

Point Data Analysis – Exposure by CLD

Point Data Analysis – Exposure by >=1RF

Point Data Analysis – Other Statistics

Discharge Data Analysis - Overview

Discharge Analysis - Exposure

Comparison of Lengths by Chart Number of lengthsDischarge chartGrowth chart N= %2160% N= %1440% Discharge Length in Discharge chart Discharge Length in Growth chart N=0N=1 N=0 021 N=1 113 Discharge chartGrowth chart MEAN

Discharge – Correlation with RF

Summary and Conclusion More training recommended New data collection Better documentation Positive correlation: number of measurements With: length of time spent at the UICH With: presence of at least 1 risk factor Positive correlation: GA and BW No correlation: number of measurements & presence of CLD No significant differences between bays 4 and 5. Next steps: paired t-tests on the marked and blank tapes Statistically: Experience and position do not impact on the accuracy of the first three survey questions

Thank you.