| Literature DB >> 25551645 |
Katherine Malanson1, Berri Jacque1, Russell Faux2, Karina F Meiri1.
Abstract
This small-scale comparison case study evaluates the impact of an innovative approach to teacher professional development designed to promote implementation of a novel cutting edge high school neurological disorders curriculum. 'Modeling for Fidelity' (MFF) centers on an extended mentor relationship between teachers and biomedical scientists carried out in a virtual format in conjunction with extensive online educative materials. Four teachers from different diverse high schools in Massachusetts and Ohio who experienced MFF contextualized to a 6-week Neurological Disorders curriculum with the same science mentor were compared to a teacher who had experienced an intensive in-person professional development contextualized to the same curriculum with the same mentor. Fidelity of implementation was measured directly using an established metric and indirectly via student performance. The results show that teachers valued MFF, particularly the mentor relationship and were able to use it effectively to ensure critical components of the learning objectives were preserved. Moreover their students performed equivalently to those whose teacher had experienced intensive in-person professional development. Participants in all school settings demonstrated large (Cohen's d>2.0) and significant (p<0.0001 per-post) changes in conceptual knowledge as well as self-efficacy towards learning about neurological disorders (Cohen's d>1.5, p<0.0001 pre-post). The data demonstrates that the virtual mentorship format in conjunction with extensive online educative materials is an effective method of developing extended interactions between biomedical scientists and teachers that are scalable and not geographically constrained, facilitating teacher implementation of novel cutting-edge curricula.Entities:
Mesh:
Year: 2014 PMID: 25551645 PMCID: PMC4281152 DOI: 10.1371/journal.pone.0114929
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Structure of the Modeling for Fidelity Professional Development Program.
| Type of Support | Format | Goals |
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| Teacher Text | Provides content contextualized to lessons. | |
| Lesson Plans Narrative | Provides lesson structure and materials; Models Socratic Discussions. | |
| Student workbooks | Provides additional literacy opportunities; Addresses critical concepts and misconceptions; Extends problem-solving opportunities | |
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| Contextualized Content tutorials | Provides opportunity to review content and prepare for lessons | |
| Just-in-time-support | Provides opportunities to supplement and adjust teaching strategies; Provides opportunities to reflect on lessons | |
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| Teacher scrapbook | Provides heads' up of how to preserve critical instructional and structural components for fidelity of implementation | |
| Videos of model lessons | Provides insight into how to manage novel teaching strategies | |
| Discussion forum | Allows direct teacher-to-teacher communication |
Example from teacher scrapbook for Unit 2.
| Unit 2: What are the building blocks of our brains? Unit 2 is consistently ranked by students (and teachers) as the most challenging unit within the neuro module. I wouldn't argue with that ranking because Unit 2 includes perhaps the most complicated concept within the field of neuroscience – the action potential. The action potential is presented in Lesson 2.2, and up until that lesson, the students haven't really grappled with any concepts that are that far beyond everyday experiences and/or prior knowledge. So, take that as a warning – Lesson 2.2 is the end of the “honeymoon” phase with the content for this module. That lesson is certainly the most challenging, and things get easier again from there, but the concepts do continue to build on each other. This unit also dives down from talking about the brain as a whole (as we did in Unit 1), to focus on the structure and function of the cells of our nervous system – neurons and glia. So, before beginning this unit, you might want to help the students transition from talking about the brain as a whole to talking about the cells of the brain. | |
| Below are the comments/suggestions/feedback from other teachers about the specific lessons. | |
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| • This lesson tends to go really well with students who have not seen neurons and thus are unfamiliar with neuronal structure. It may seem a little elementary for those students who are already familiar with the main structures of a neuron and their functions. So, if you have a class that has already studied neurons, you may want to move through this material quicker to get started on laying the groundwork for the action potential. For example – you could start reviewing the concepts of diffusion and electrostatic pressure. |
| • The activity within this lesson has students working in groups to create a variety of neuronal pathways. Basically, they're designing the different neurons/circuits that would complete different bodily functions for our friend Joe as he goes about his day. Students should be able to demonstrate that different parts of the neurons in their pathway have specialized structures to complete the necessary functions. You may choose to have student groups draw out their pathways, or alternatively, they could use clay to literally build the pathways. | |
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| • This lesson has two different versions – a “differentiated” one and a non-differentiated one. The “differentiated” version contains many more details than the non-differentiated one. I recommend that for classrooms where students are still learning about the forces of diffusion and electrostatic pressure, and the impermeability of the cell membrane, that you use the non-differentiated (more basic) approach. But, there's nothing saying that you couldn't start there and build to the differentiated version. The workbook contains all the details included within the differentiated version, so if you're opting to use the more basic version with your students, you may want to warn them that their workbooks will give them many more details which they won't necessarily be responsible for (that's your choice in what you decide to test them on). |
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| • Students start the lesson by completing the ruler drop test to measure reaction time, and then from there calculate the speed of neuronal conduction. There are two versions of the Do Now worksheet – one in which students need to solve the formula d = 1/2at2 for t, and the other includes a table for the students to look up their reaction times based on distance the ruler dropped. Use the version that you think your students will handle best, and make sure students do the ruler drop test several times to be able to get their average reaction time. |
| • Some teachers have noticed that this lesson can run short, whereas others have noticed it can run long. It all depends on how much time you allow for the do now, and how much discussion you get going around myelinated vs. un-myelinated, and the teenage brain. | |
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| • From this video, we're asking students to make observations about how the marked vesicles are moving. You'll probably have to clue them in with questions like – Are the vesicles always moving? What about what direction – always one speed or multiple? What about their speed – are they all going the same speed or different? |
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| • We use a jigsaw and have the students break into groups to read different case studies of patients with disorders that are caused by neuronal dysfunctions. I've heard from many teachers that the cases are approachable to their students, and that the students tend to like this lesson best of all of those within Unit 2, so they end on a high note. |
Figure 1How Modeling for Fidelity is used.
The process of curriculum implementation has three stages - ‘prepare’ ‘teach and ‘reflect’ that occur iteratively on a lesson, unit and module basis. Modeling for Fidelity support scaffolds are integrated into each stage as follows: The asynchronous online lesson plans and student workbooks are primarily used during preparation for teaching, while the teacher text is used during reflection after teaching to address student questions. The synchronous virtual mentorship interactions during contextualized content tutorials are used during initial preparation, while just-in-time support is used to field questions while the teacher is involved in teaching in the classroom. Finally the asynchronous live materials found in the teacher scrapbook, videos, discussion forum and news blog are all ways to connect with prior teachers' experiences.
Figure 2Grouped and paired comparison of individual student gains in conceptual knowledge inventory and problem solving skills relevant to neurological disorders.
Top panel: Student scores (%) following the ND conceptual content knowledge inventory and problem-solving skills pre- and post-tests plotted as mean (±) SD by school. The description of each school appears below. The panel on the left represents a school whose teacher experienced the intensive in-person professional development program we term ‘gold standard’. The three panels on the right indicate schools whose teachers had experienced the ‘Modeling for Fidelity’ professional development program. See Table 3 for numerical data. In each case the pre-post difference was significant p<0.0001, however there was no difference between any of the schools (ANOVA). Bottom panel: Student scores (%) following the ND conceptual content knowledge inventory and problem-solving skills pre- and post-tests plotted as mean (±) SD by school, disaggregated to show individual students' gains.
Conceptual knowledge inventory and problem solving skills.
| School Setting | Pre-test Mean (SD) | Post-test Mean (SD) | Paired Fold Change (SD) | Cohen' ‘d’ |
| Comparison Teacher (Urban Exam) | 19.14 (7.46) | 65.28 (13.00)* | 3.90 (1.88) | 4.35 |
| MFF Teacher 1 (Urban General) | 11.27 (7.62) | 37.37 (13.93)* | 3.71 (1.89) | 2.32 |
| MFF Teacher 2 (Suburban General) | 21.43 (9.56) | 51.32 (17.64)* | 2.80 (1.87) | 2.11 |
| MFF Teacher 3 (Regional STEM) | 18.93 (9.57) | 60.14 (12.00)* | 3.52 (2.00) | 3.80 |
| Total (All schools) | 18.63 (8.35) | 60.03 (16.35)* | 3.70 (1.91) | 3.19 |
Pre-post gains in concept inventory and problem solving skills relevant to evaluating health claims in neurological disorders. Student gains in ND concept inventory were evaluated from 10 multiple-choice and 2 short answer questions. Problem solving skills were evaluated from 5 case study questions. Pre-post differences were measured by paired t test and were significant (*p<0.0001). Effect size measured by Cohen's ‘d’ is very high (N = 175 total students from 4 schools).
Figure 3Grouped and paired comparison of individual student gains in attitude and self efficacy toward learning about neurological disorders.
Top panel: Student self-reported changes in attitude towards studying neurological disorders following a retrospective-pre/post Likert scale survey (54 points total) disaggregated to show individual students' gains. The description of each school appears below. The panel on the left represents a school whose teacher experienced the intensive in-person professional development program we term ‘gold standard’. The three panels on the right indicate schools whose teachers had experienced the ‘Modeling for Fidelity’ professional development program. See Table 4 for numerical data. Pre-post differences were measured by paired t test and were significant (p<0.0001), however there was no difference between any of the schools (ANOVA). Bottom panel: Student self-reported changes self-efficacy towards studying neurological disorders following a retrospective-pre/post Likert scale survey (54 points total) disaggregated to show individual students' gains. The description of each school appears below. The panel on the left represents a school whose teacher experienced the intensive in-person professional development program we term ‘gold standard’. The three panels on the right indicate schools whose teachers had experienced the ‘Modeling for Fidelity' professional development program. See Table 4 for numerical data. Pre-post differences were measured by paired t test and were significant (p<0.0001), however there was no difference between any of the schools (ANOVA)
Attitudes toward content.
| School Setting | Pre-test Mean (SD) | Post-test Mean (SD) | Paired Fold Change (SD) | Cohen's ‘d’ |
| Comparison Teacher (Urban Exam) | 35.86 (11.40) | 49.14 (10.36)* | 1.45 (0.38) | 1.22 |
| MFF Teacher 1 (Urban General) | 34.40 (15.85) | 56.05 (12.24)* | 2.01 (1.21) | 1.53 |
| MFF Teacher 2 (Suburban General) | 33.67 (11.62) | 47.92 (11.24)* | 1.51 (0.42) | 1.25 |
| MFF Teacher 3 (Regional STEM) | 29.47 (10.45) | 41.47 (12.80)* | 1.45 (0.30) | 1.03 |
Retrospective pre-posttest self-reported gains in attitude relevant to the study of neurological disorders. Students were evaluated for their self-reported changes in attitude with a retrospective pre-post test analysis. The survey had a total of 54 possible points. Pre-post differences were measured by paired t test and were significant (*p<0.0001). The effect size was measured via Cohen's ‘d’ is very high. (N = 147 total students from 4 schools).
Self-efficacy.
| School Setting | Pre-test Mean (SD) | Post-test Mean (SD) | Paired Fold Change (SD) | Cohen's ‘d’ |
| Comparison Teacher (Urban Exam) | 17.29 (7.00) | 37.80 (8.71)** | 2.44 (0.86) | 2.60 |
| MFF Teacher 1 (Urban General) | 19.25 (9.13) | 42.75 (9.66)** | 2.68 (1.41) | 2.50 |
| MFF Teacher 2 (Suburban General) | 16.79 (7.91) | 36.08 (7.99)** | 2.42 (0.84) | 2.43 |
| MFF Teacher 3 (Regional STEM) | 16.88 (7.66) | 33.29 (11.59)** | 2.22 (1.05) | 1.70 |
Retrospective pre-post test self-reported gains in self-efficacy relevant to the study of neurological disorders. Students were evaluated for their self-reported changes in self-efficacy with a retrospective pre-post test analysis. The survey had a total of 54 possible points. Pre-post differences were measured by paired t test and were significant (*p<0.0001). The effect size was measured via Cohen's ‘d’ is very high. (N = 147 total students from 4 schools).
Within-teacher comparison.
| Urban general school | Pre-test Mean (SD) | Post-test Mean (SD) | Paired Fold Change (SD) | Cohen's ‘d’ |
| Conceptual knowledge ‘Gold standard’ support (ID) | 5.84 (7.93) | 30.36 (16.06) | 1.94 | |
| Conceptual knowledge MFF (ND) | 11.27 (7.62) | 37.37 (13.93) | 3.71 (1.89) | 2.32 |
| Self efficacy ‘Gold standard’ support (ID) | 18.83 (7.91) | 41.48 (8.16) | 3.03 | |
| Self efficacy MFF (ND) | 34.4 (15.85) | 56.05 (12.24) | 2.01 (1.21) | 1.53 |
Within teacher comparison between ‘gold standard’ and ‘modeling for fidelity’ professional development programs. The urban general high school teacher taught two modules from the GD curriculum to the same set of students. The first module, ID, was prepared with ‘gold standard’ PD, while the second module was prepared with MFF (the modules had different science partners). The effect size measured via Cohen's ‘d’ was very high in all cases and students made highly significant gains (p<0.0001, paired t test) in both measures regardless of the mode of PD their teacher had experienced.