/*! This file is auto-generated */ .wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none} Problem 43 Refer to a clinical study conduc... [FREE SOLUTION] | 91Ó°ÊÓ

91Ó°ÊÓ

Refer to a clinical study conducted at the Houston Veterans Administration Medical Center on the effectiveness of knee surgery to cure degenerative arthritis (osteoarthritis) of the knee. Of the 324 individuals who met the inclusion criteria for the study, 144 declined to participate. The researchers randomly divided the remaining 180 subjects into three groups: One group received a type of arthroscopic knee surgery called debridement; a second group received a type of arthroscopic knee surgery called lavage; and a third group received skin incisions to make it look like they had had arthroscopic knee surgery, but no actual surgery was performed. The patients in the study did not know which group they were in and in particular did not know if they were receiving the real surgery or simulated surgery. All the patients who participated in the study were evaluated for two years after the procedure. In the two-year follow-up, all three groups said that they had slightly less pain and better knee movement, but the "fake" surgery group often reported the best results. [Source: New England Journal of Medicine, \(347,\) no. 2 (July 11 , 2002)\(: 81-88 .\) (a) Could this study be considered a randomized controlled study? Explain. (b) Was this Study blind, double blind, or neither?

Short Answer

Expert verified
Yes, the study could be considered a randomized controlled study because the subjects were randomly assigned to the groups, and there was a control group that received sham surgery. The study was at least single-blind, as the participants did not know which treatment they received. It could be double-blind if the researchers also did not know the groups' assignments.

Step by step solution

01

Understanding Randomization

To assess if the study is a randomized controlled study, we must determine whether subjects were randomly assigned to the different groups and whether there was a control group present. In the given study, the remaining 180 subjects, after 144 declined to participate, were randomly divided into three groups. A control group is present in the form of the third group, which received skin incisions to simulate surgery but did not receive the actual surgical intervention.
02

Assessing Control and Treatment Groups

Examine the structure of the groups to understand the control mechanisms. One group received debridement surgery, the second group received lavage surgery, and the third group received no real surgery but underwent a sham procedure to maintain the belief that they had a surgery. The third group clearly serves as the control group, allowing the study to measure the effectiveness of the surgical interventions against a baseline where no therapeutic intervention is actually performed.
03

Evaluating the Blinding of the Study

To determine whether the study was blind or double-blind, consider the flow of information. In this study, the patients were unaware of which group they were in and particularly if they had the real surgery or the sham surgery. This blinding is intended to prevent the subjects' expectations from influencing the outcome. Since the study does not explicitly state whether the researchers were also blinded, it is safe to consider it as single-blind if only the patients were unaware, and double-blind if both patients and researchers did not know who received which procedure.

Unlock Step-by-Step Solutions & Ace Your Exams!

  • Full Textbook Solutions

    Get detailed explanations and key concepts

  • Unlimited Al creation

    Al flashcards, explanations, exams and more...

  • Ads-free access

    To over 500 millions flashcards

  • Money-back guarantee

    We refund you if you fail your exam.

Over 30 million students worldwide already upgrade their learning with 91Ó°ÊÓ!

Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Clinical Research Methodology
Clinical research methodology is foundational to the design, conduct, and interpretation of studies aimed at understanding health and disease. A thorough methodology ensures that the findings are reliable, accurate, and applicable to the patient population. In the example of the knee surgery study from the Houston Veterans Administration Medical Center, methodology plays a crucial role in establishing the credibility of the results.

In clinical research, methodology includes the selection of participants who meet specific criteria, known as inclusion criteria. In the presented study, 324 individuals met these requirements, but 144 chose not to participate. The methodology also involves the randomization process, which ensure that each participant has an equal chance of being assigned to any of the study groups. This random assignment minimizes bias and allows for a fair comparison between different treatment strategies, in this case, the two types of arthroscopic knee surgeries and the simulated surgery.

Another aspect is the follow-up duration, which, for this study, was two years. Following patients over time provides evidence on the long-term effectiveness and safety of treatments. This comprehensive approach to clinical research methodology is what helps to produce high-quality evidence that can inform medical practice and healthcare decision-making.
Double-Blind Procedure
A double-blind procedure is a key feature in clinical trials aiming to eliminate bias. It means that neither the participants nor the researchers know who is receiving the actual treatment and who is receiving the placebo or sham procedure. This study's double-blind design was critical in maintaining the integrity of the data, as it prevented both participants' and researchers' expectations from affecting the results.

Blinding is especially important in studies where the outcomes are subjective, such as self-reported pain levels. When participants are unaware of the treatment they receive, their placebo-controlled feedback is more likely to reflect the actual effectiveness of the treatment rather than their perceptions or hopes toward it.

Although it was not explicitly stated in the solution whether the researchers were also blinded in the knee surgery study, the double-blinding would enhance the study's credibility. If the caregivers and data analysts are also blinded, we could say the trial was a double-dummy study, reaching the highest level of bias prevention.
Placebo Effect in Clinical Trials
The placebo effect is a fascinating phenomenon in which a patient's symptoms can improve after receiving a treatment that has no therapeutic effect. This effect is driven by the patient's belief in the treatment and their expectations of improvement.

In the knee surgery study, the inclusion of a group that received sham surgery - skin incisions without actual surgery - was a strategic way to measure the placebo effect. This third group's reports of slightly less pain and improved knee movement, often better than those who received the real surgeries, highlight the impact of patient belief and expectation.

Understanding the placebo effect is crucial as it underscores the importance of control groups in clinical research. Without the comparison to a placebo group, it would be challenging to discern whether improvements are due to the treatment itself or a psychological response. Studies, therefore, use placebos to set a baseline, allowing researchers to establish the true efficacy of a treatment.
Effectiveness of Knee Surgery
The effectiveness of knee surgery, specifically in the context of degenerative arthritis, can be rigorously evaluated through randomized controlled trials. These trials aim to answer the question of whether surgical interventions like debridement or lavage are genuinely beneficial, or whether improvements could be psychological, as suggested by the placebo effect.

The results from the Houston Veterans Administration Medical Center study serve as a valuable case point. The patients in the control group, who underwent the sham surgery, often reported the best outcomes, suggesting that the perceived benefits of knee surgery may not always align with the actual physiological improvements. This finding has significant implications for clinical practice, patient care, and healthcare policy.

Such studies encourage healthcare providers and patients alike to carefully weigh the risks and benefits of surgical procedures. They also highlight the need for continued research into conservative and alternative treatments for degenerative knee conditions, thus influencing the approach to managing osteoarthritis and similar chronic conditions.

One App. One Place for Learning.

All the tools & learning materials you need for study success - in one app.

Get started for free

Most popular questions from this chapter

Refer to a clinical trial named APPROVe designed to determine whether Vioxx, a medication used for ar. thritis and acute pain, was effective in preventing the recurrence of colorectal polyps in patients with a history of colorectal adenomas. APPROVe was conducted between 2002 and 2003 and involved 2586 participants, all of whom had a history of colorectal adenomas. The participants were randomly divided into two groups: 1287 were given 25 milligrams of Vioxx daily for the duration of the clinical trial (originally intended to last three years), and \(1299 \mathrm{pa}\) tients were given a placebo. Neither the participants nor the doctors involved in the clinical trial knew who was in which group. During the trial, 72 of the participants had cardiovascular events (mostly heart attacks or strokes). Later it was found that 46 of these people were from the group taking the Vioxx and only 26 were from the group taking the placebo. Based on these results, the clinical trial was stopped in 2003 and Vioxx was taken off the market in \(2004 .\) (a) Describe the control and treatment groups in APPROVe.

(a) For the capture-recapture method to give a reasonable estimate of \(N\), what assumptions about the two samples must be true? (b) Give reasons why the assumptions in (a) may not hold true in many situations.

Refer to the following story: The dean of students at Tasmania State University wants to determine how many undergraduates at TSU are familiar with a new financial aid program offered by the university. There are 15,000 undergraduates at TSU, so it is too expensive to conduct a census. The following sampling method is used to choose a representative sample of undergraduates to poll. Start with the registrar's alphabetical listing containing the names of all undergraduates. Randomly pick a number between \(l\) and \(100,\) and count that far down the list. Take that name and every I00th name after it. For example, if the random number chosen is \(73,\) then pick the \(73 \mathrm{rd}, 173 \mathrm{rd}, 273 \mathrm{rd}\) and so forth, names on the list. (The sampling method illustrated in this survey is known as systematic sampling.) (a) Explain why the method used for choosing the sample is not simple random sampling. (b) If \(100 \%\) of those responding claimed that they were not familiar with the new financial aid program offered by the university, is this result more likely due to sampling variability or to sample bias? Explain.

Madison County has a population of 34,522 people. The county hospital is interested in estimating the number of people in the county with blood-type \(A B+\). To do this they test blood samples from 527 patients. Out of this group, 22 have blood-type \(A B+\). Use this sample to estimate the number of people in Madison County with blood-type \(\mathrm{AB}+.\)

Refer to the following story: The city of Cleansburg has 8325 registered voters. There is an election for mayor of Cleansburg, and there are three candidates for the position: Smith, Jones, and Brown. The day before the election a tele. phone poll of 680 randomly chosen registered voters produced the following results: 306 people surveyed indicated that they would vote for Smith, 272 indicated that they would vote for Jones and I02 indicated that they would vote for Brown. Given that in the actual election Smith received \(42 \%\) of the vote. Jones \(43 \%\) of the vote, and Brown \(15 \%\) of the vote, find the sampling errors in the survey expressed as percentages.

See all solutions

Recommended explanations on Math Textbooks

View all explanations

What do you think about this solution?

We value your feedback to improve our textbook solutions.

Study anywhere. Anytime. Across all devices.