Literature DB >> 35242918

Loading characteristics data applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with state-of-the-art components during daily activities.

Laurent Frossard1,2, Stefan Laux3, Marta Geada3, Peter Paul Heym4, Knut Lechler5.   

Abstract

The data in this paper are related to the research article entitled "Load applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with state-of-the-art prosthetic components" (Frossard et al. Clinical Biomechanics, 89 (2021) 105457. DOI: 10.1016/j.clinbiomech.2021.105457). This article contains the overall and individual loading characteristics applied on transfemoral press-fit osseointegrated implant generated by bone-anchored prostheses fitted with state-of-the-art components during daily activities (i.e., microprocessor-controlled Rheo Knee XC knee, energy-storing-and-returning Pro-Flex XC or LP feet (ÖSSUR, Iceland)). Confounders of the loads are presented. The load profiles are characterized by the loading patterns, loading boundaries and loading local extrema of the forces and moments applied during straight-level walking, ascending and descending ramp and stairs at self-selected comfortable pace. The confounders of the loading information as well as new insights into inter-participants variability of loading patterns, loading boundaries and loading local extrema can inform the design of subsequent cross-sectional and longitudinal studies as well as literature reviews and meta-analyzes. The loading datasets are critical to clinicians and engineers designing finite element models of osseointegrated implants (e.g., medullar and percutaneous parts) and prosthetic components, algorithms capable to recognize the loading patterns applied on a residuum during daily activities, as well as clinical trials assessing the effects of particular prosthetic care interventions. Altogether, these datasets provide promoters of prosthetic care innovations with valuable insights informing the prescription of advanced prosthetic components to the growing population of individuals suffering from lower limb loss choosing bionics solutions. Online repository contains the files: https://data.mendeley.com/datasets/gmsyv97cpc/1.
© 2022 The Author(s). Published by Elsevier Inc.

Entities:  

Keywords:  Artificial limb; Bone-anchored prosthesis; Direct skeletal attachment; Kinetics; Osseointegrated implants; Osseointegration; Prosthetic feet loading; Prosthetic knees

Year:  2022        PMID: 35242918      PMCID: PMC8859002          DOI: 10.1016/j.dib.2022.107936

Source DB:  PubMed          Journal:  Data Brief        ISSN: 2352-3409


Specifications Table

Value of the Data

The loading profile applied on transfemoral osseointegrated implants by bone-anchored prostheses fitted with state-of-the-art prosthetic components presented here were characterized by several datasets including the confounders as well as the loading patterns, loading boundaries and loading local extrema of the forces and moments applied during straight-level walking, ascending and descending ramp and stairs [2], [3], [4], [5]. These datasets are essential for promoters of prosthetic care innovations (e.g., users, clinicians, engineers, scientists, administrators) because they provide valuable insights supporting the prescription of advanced prosthetic components to the growing population of individuals suffering from lower limb loss choosing bionics solutions [6], [7], [8], [9], [10], [11]. The confounders of the loading information as well as the new evidence of inter-participants variability of loading patterns, loading boundaries and loading local extrema are required to inform providers of prosthetic care who will design subsequent cross-sectional and longitudinal studies (e.g., statistical planning, power calculation) as well as subsequent literature reviews and meta-analyzes [12], [13], [14]. More precisely, the loading datasets are critical to clinicians (e.g., rehabilitation specialists) and engineers (e.g., manufacturers of components) designing finite element models of prosthetic components and osseointegrated implants parts (e.g., medullar and percutaneous parts), algorithms capable to recognize the loading patterns applied on a residual limb during daily activities, as well as clinical trials testing effects of particular interventions (e.g., design-based selection of components, alignment of prostheses) [15], [16], [17].

Data Description

The confounders of the loading characteristics data including the selection criteria as well as the demographics, amputation, and residuum information as well as prosthesis and alignment of transducer are presented in Table 1, Table 2, Table 3, Table 4, Table 5, Table 6, Table 7 and Fig. 1, respectively. The confounders of the study design including non-experimental setup and number of gait cycles analyzed information are presented in Tables 8 and 9, respectively.
Table 1

Selection criteria including inclusion and exclusion criteria applied for the recruitment and selection of participants using unilateral transfemoral bone-anchored prosthesis fitted with state-of-the-art components.

Inclusion criteria

To be fitted with osseointegrated fixation more than 6 months prior testing.

To be fully rehabilitated.

To have a clearance of at least 6 cm between percutaneous part of the fixation (e.g., abutment, dual cone) and prosthetic knee joint to fit the transducer.

To be able to be fitted with one of the nominated ÖSSUR components.

To be willing to participate to this project of research.

To be willing to comply with protocol.

To be able to walk 200 m independently with prosthesis.

To be between 18–80 years of age.

To be free of infection on the day of the recording session.

Exclusion criteria

To have bilateral amputation.

To have self-reported pain level greater than 4 out of 10 at study outset.

To have experienced a fall within the last 8 weeks before assessment.

To have mental illness or intellectual impairment.

To not be able to give informed consent.

To have injuries involving contralateral (intact) limb.

To present signs of infection 2 weeks prior testing session.

To have major uncorrected visual deficit.

To have history of epilepsy or recurrent dizziness.

Table 2

Overall and individual demographics information for cohorts of 13 participants fitted with state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet. M: Male, F: Female, BMI: Body Mass Index. (1) Body mass without prosthesis, (2) Calculated based on body mass without prosthesis.

Demographics
GenderAgeHeightMass (1)BMI (2)
Participant(M/F)(Yrs)(m)(kg)(kg/m2)
1M301.88103.028.0
2M341.80102.030.2
3M551.86110.530.8
4M471.7674.022.8
5M591.8184.024.6
6M611.7591.028.6
7M541.6580.028.1
8M661.7082.527.3
9M581.9483.521.3
10F631.7154.017.3
11M591.7869.020.7
12M811.83117.534.0
13F701.7071.023.4

Mean571.7886.325.9
SD140.0818.04.7
Table 3

Overall and individual amputations and residuum information for cohorts of 13 participants fitted with state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet. TR: Trauma, TU: Tumor, IN: Infection, OT: Other, L: Left, R: Right, AMP: amputation, BAP: Bone-anchored prosthesis, %SND: Percentage of sound limb.

ParticipantAmputation
Residuum
CauseSideTime since AMPTime since BAPLengthLength
(L/R)(Yrs)(Yrs)(cm)(%SND)
1TRL8.76.013264
2TRR9.10.681538
3TUL15.63.512757
4TRR30.84.692351
5INL0.40.162865
6TRR14.92.852759
7TRR11.51.933075
8TRR65.70.562560
9TRL5.61.333566
10TRR41.93.002964
11TUR0.70.512862
12INR13.81.093271
13TRL1.50.763884

Mean16.942.082863
SD18.871.81611
Table 4

Individual connection between the percutaneous part of the osseointegrated implant including or not a tube and/or an offset adapter (i.e., no tube and no adapter: 15%, a tube and an adapter: 8%, a tube and no adapter: 8%, no tube and an adapter: 69%) and the usual knee (i.e., N/A: 31%, Rheo Knee, OSSUR: 8%, Genium, Ottobock: 31%, 3R80, Ottobock: 15%, C-Leg, Ottobock: 15%) and feet (i.e., N/A: 38%, Vary Flex, OSSUR: 8%, Triton Heavy Duty, Ottobock: 8%, Triton, Ottobock: 15%, Pro-Flex LP, OSSUR: 8%, Trias, Ottobock: 23%) or the instrumented prosthesis fitted with state-of-the-art knee (i.e., Rheo Knee XC, OSSUR: 100%) and feet (i.e., Pro-Flex XC, OSSUR: 69%, Pro-Flex LP, OSSUR: 31%) for the cohort of 13 participants. N/A: Not available.

ParticipantConnector
Usual
Instrumented
TubeOffset AdapterKneeAnkleAnkleFootwear
1YesNoN/AN/AXCRunning shoes
2NoYesN/AN/AXCRunning shoes
3YesYesN/AN/AXCRunning shoes
4NoNoRheo KneeVary FlexLPSandals
5NoNoGeniumTriton Heavy DutyXCRunning shoes
6NoYesN/AN/AXCRunning shoes
7NoYesGeniumTritonLPMountain boots
8NoYes3R80N/AXCRunning shoes
9NoYesGeniumTritonXCFlat shoes
10NoYesGeniumPro-Flex LPLPFlat shoes
11NoYes3R80TriasXCRunning shoes
12NoYesC-LegTriasXCRunning shoes
13NoYesC-LegTriasLPSoft Shoes
Table 5

Individual alignment of the instrumented bone-anchored prosthesis fitted with iPecsLab's transducer (RTC Electronics, USA) state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet and footwear for the cohort of 13 participants. N/A: Not available.

Image, table 5
Image, table 5
Table 6

Position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of coordinate system of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes.

Participantdistal end of the percutaneous part
center of the rheo knee
APMLVTAPMLVT
(cm)(cm)(cm)(cm)(cm)(cm)
11.531.008.631.12–0.54–7.89
23.170.6510.311.13–0.68–8.52
3–0.080.176.372.74–1.94–7.72
41.080.717.662.04–0.70–7.56
5–1.041.039.01–1.55–1.61–8.39
61.730.447.340.38–0.28–8.19
71.060.527.611.82–0.02–7.83
82.520.838.930.38–0.17–8.68
92.42–0.087.510.13–0.81–8.14
100.952.6912.921.77–1.01–8.54
112.530.4314.571.30–1.58–7.95
124.091.089.010.27–0.30–7.91
130.900.268.012.450.73–7.99

Mean1.610.759.071.08−0.69−8.10
SD1.360.682.321.160.730.35
Table 7

Individual position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes of the front and side views in the image (ICS) and transducer (TCS) coordinate systems.

Image, table 7
Image, table 7
Fig. 1

Position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of coordinate system of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes of the sagittal and frontal planes.

Table 8

Description of public facilities used for ecological direct measurement of loading applied on osseointegrated fixation by bone-anchored prostheses fitted state-of-the-art components during daily activities.

ActivitiesState-of-the-art components
Straight level walking
LocationOutdoor
Length (m)13.00
Ascending and descending ramp
LocationOutdoor
Length (m)4.11
Incline (deg)3.77
Height of handrail (cm)72.00
Ascending and descending stairs
LocationOutdoor
Number of steps9
Height of step (cm)17.00
Depth of step (cm)26.00
Width of step (cm)114.00
Height of handrail (cm)70.00
Table 9

Breakdown of number of gait cycles analyzed for the cohorts of participants fitted advanced state-of-the-art components during five activities of daily living.

ActivityNumber of gait cycles analyzed
Straight-level walking347
Ascending ramp252
Descending ramp268
Ascending stairs236
Descending stairs180
Total1283
The loading boundaries corresponding to the overall minimum and maximum of forces and moments applied on the implant expressed in units and percentage of the bodyweight were presented in Table 10.
Table 10

Loading boundaries including the overall minimum and maximum of forces and moments applied on and around the osseointegrated implant expressed in units and percentage of the bodyweight (%BW).

MinimumMaximum
Forces(N)(%BW)(N)(%BW)
 Long axis–298–281611322
 Antero-posterior axis–358–3134388
 Medio-lateral axis–56–716133
Moments(Nm)(%BWm)(Nm)(%BWm)
 Long axis–22–2220
 Antero-posterior axis–52–6324
 Medio-lateral axis–67–91188
The mean and standard deviation of the pattern as well as the dispersion and mean for up to three local extrema of forces and moments during walking, ascending and descending ramp and stairs are presented in Figs. 2, 4, 6, 8, and 10, respectively.
Fig. 2

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (13 participants, 347 gait cycles) during walking.

Fig. 4

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) points of interest of forces and moments for cohort of participants fitted with components (13 participants, 252 gait cycles) during ascending ramp.

Fig. 6

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (13 participants, 268 gait cycles) during descending ramp.

Fig. 8

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (12 participants, 236 gait cycles) during ascending stairs.

Fig. 10

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (12 participants, 180 gait cycles) during descending stairs.

The box plots of magnitude of up to three local extrema of forces and moments during walking, ascending and descending ramp and stairs are presented in Figs. 3, 5, 7, 9 and 11, respectively.
Fig. 3

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during walking.

Fig. 5

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during ascending ramp.

Fig. 7

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during descending ramp.

Fig. 9

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during ascending stairs.

Fig. 11

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during descending stairs.

The Mendeley Data include a spreadsheet and a report providing the confounders (e.g., selection criteria, demographics, individual amputation and residuum information, individual prosthesis and alignment of transducer data, description of non-experimental setup, number of gait cycles) and overall loading boundaries (e.g., minimum and maximum of forces and moments) of the loading data during level walking, ascending and descending ramp and stairs.

Confounders

Selection criteria including inclusion and exclusion criteria applied for the recruitment and selection of participants using unilateral transfemoral bone-anchored prosthesis fitted with state-of-the-art components. To be fitted with osseointegrated fixation more than 6 months prior testing. To be fully rehabilitated. To have a clearance of at least 6 cm between percutaneous part of the fixation (e.g., abutment, dual cone) and prosthetic knee joint to fit the transducer. To be able to be fitted with one of the nominated ÖSSUR components. To be willing to participate to this project of research. To be willing to comply with protocol. To be able to walk 200 m independently with prosthesis. To be between 18–80 years of age. To be free of infection on the day of the recording session. To have bilateral amputation. To have self-reported pain level greater than 4 out of 10 at study outset. To have experienced a fall within the last 8 weeks before assessment. To have mental illness or intellectual impairment. To not be able to give informed consent. To have injuries involving contralateral (intact) limb. To present signs of infection 2 weeks prior testing session. To have major uncorrected visual deficit. To have history of epilepsy or recurrent dizziness. Overall and individual demographics information for cohorts of 13 participants fitted with state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet. M: Male, F: Female, BMI: Body Mass Index. (1) Body mass without prosthesis, (2) Calculated based on body mass without prosthesis. Overall and individual amputations and residuum information for cohorts of 13 participants fitted with state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet. TR: Trauma, TU: Tumor, IN: Infection, OT: Other, L: Left, R: Right, AMP: amputation, BAP: Bone-anchored prosthesis, %SND: Percentage of sound limb. Individual connection between the percutaneous part of the osseointegrated implant including or not a tube and/or an offset adapter (i.e., no tube and no adapter: 15%, a tube and an adapter: 8%, a tube and no adapter: 8%, no tube and an adapter: 69%) and the usual knee (i.e., N/A: 31%, Rheo Knee, OSSUR: 8%, Genium, Ottobock: 31%, 3R80, Ottobock: 15%, C-Leg, Ottobock: 15%) and feet (i.e., N/A: 38%, Vary Flex, OSSUR: 8%, Triton Heavy Duty, Ottobock: 8%, Triton, Ottobock: 15%, Pro-Flex LP, OSSUR: 8%, Trias, Ottobock: 23%) or the instrumented prosthesis fitted with state-of-the-art knee (i.e., Rheo Knee XC, OSSUR: 100%) and feet (i.e., Pro-Flex XC, OSSUR: 69%, Pro-Flex LP, OSSUR: 31%) for the cohort of 13 participants. N/A: Not available. Individual alignment of the instrumented bone-anchored prosthesis fitted with iPecsLab's transducer (RTC Electronics, USA) state-of-the-art Rheo XC knee and Pro-Flex XC or LP feet and footwear for the cohort of 13 participants. N/A: Not available. Position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of coordinate system of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes. Individual position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes of the front and side views in the image (ICS) and transducer (TCS) coordinate systems. Position of the distal end of the percutaneous part and the center of the Rheo Knee in relation to the origin of coordinate system of iPecsLab's transducer (RTC Electronics, USA) on the antero-posterior (AP), medio-lateral (ML) and vertical (VT) axes of the sagittal and frontal planes.

Overall loading data

Description of public facilities used for ecological direct measurement of loading applied on osseointegrated fixation by bone-anchored prostheses fitted state-of-the-art components during daily activities. Breakdown of number of gait cycles analyzed for the cohorts of participants fitted advanced state-of-the-art components during five activities of daily living. Loading boundaries including the overall minimum and maximum of forces and moments applied on and around the osseointegrated implant expressed in units and percentage of the bodyweight (%BW).

Level walking

Detection of local extrema

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (13 participants, 347 gait cycles) during walking.

Characteristics of local extrema

Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during walking.

Ascending ramp

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) points of interest of forces and moments for cohort of participants fitted with components (13 participants, 252 gait cycles) during ascending ramp. Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during ascending ramp.

Descending ramp

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (13 participants, 268 gait cycles) during descending ramp. Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during descending ramp.

Ascending stairs

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (12 participants, 236 gait cycles) during ascending stairs. Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during ascending stairs.

Descending stairs

Dispersion (cross) and average (circle) for first (red), second (Blue) and third (green) local extrema of forces and moments for cohort of participants fitted with components (12 participants, 180 gait cycles) during descending stairs. Box plots showing low and high 95% confidence interval, mean and outliers of the magnitude of up to three local extrema (PT1, PT2, PT3) of forces and moments applied with state-of-the-art components during descending stairs.

Experimental Design, Materials and Methods

Design

The study was designed as cross-sectional cohort study.

Participants

Thirteen participants with a single above-knee amputation fitted with press-fit osseointegrated implant participated in this study (Tables 1–3). They ambulated with a bone-anchored prosthesis. We estimated that this group corresponded to approximately 1.3% of the population of individuals with transfemoral amputation fitted with bone-anchored prostheses at the time of the recording, worldwide.

Prostheses

Participants ambulated with a bone-anchored prosthesis equipped with their own footwear, Pro-Flex XC or LP feet (ÖSSUR, Iceland), Rheo Knee XC (ÖSSUR, Iceland), iPecsLab's transducer (RTC Electronics, USA), and of tube and/or offset connector (Table 4) [18]. The Rheo Knee XC is a microprocessor-controlled knee. The Pro-Flex XC or LP feet are energy-storing-and-returning feet. These components are referred to as “state-of-the-art”. All Rheo Knee XC, Pro-Flex XC or LP feet are amongst the components frequently prescribed to individuals with osseointegrated implant worldwide, particularly in Australia [19]. The tri-axial transducer of the iPecsLab was inserted between the participant's offset adapter and knee unit. It measured load data at sampling frequency set at 200 Hz and sent the data wirelessly to a laptop close by (Tables 4 and 5). Forces and moments applied on mediolateral, anteroposterior and long axes of the implant were measured directly with an accuracy better than 1 N and 1 Nm, respectively [15,20,21]. All the percutaneous and medullar parts of the implant and the tube and/or connector were considered as a single rigid part. Nonetheless, the co-linearity of both long axes of the implant and the transducer varied according to the offset of the adapter (Tables 6 and 7, Fig. 1,).

Recording

Participants conducted a maximum of five trials of standardised daily activities, namely straight-line level walking, ascending and descending ramp and stairs (Table 8) [5,22]. Participants were asked to complete each activity at a self-selected speed. They could use the handrails. Sufficient rest between trials was allowed to avoid fatigue when required.

Loading characteristics

The raw load data (e.g., forces and moments) recorded by the transducer were imported and processed into a specifically designed Matlab program (The MathWorks, Inc, USA) [4,16]. The load data was extracted through the following steps: Calibration. The raw data were offset depending on the magnitude of the load recorded during calibration recording. Detection of relevant segment. The first and the last strides recorded were eliminated to avoid the effects of gait initiation and termination so that the analysis included only steps taken at a steady pace. Detection of gait events. Each heel contact and toe-off event was detected manually using loading profile applied on the long axis. Time normalization. Loading data were time-normalization from 0 to 100 throughout the support phase. Bodyweight normalization. Loading data were expressed as percentage of bodyweight [4]. More advanced processing was required to characterize loading profile for each activity. This included extraction of loading patterns, loading boundaries (e.g., minimum and maximum of loading data across all gait cycles independently of the onset) and no more than three loading local extrema (e.g., onsets (%SUP) and magnitudes (%BW or %BWm) of points of inflection between loading slopes occurring consistently over successive gait cycles across all trials detected semi-automatically [1,4]. A loading pattern was described by its mean and one standard deviation. We reported confidence intervals calculated using the CONFIDENCE function in Microsoft Excel 2010 and the box plot showing low and high 95% confidence interval, mean and outliers created using SigmaPlot 11 (Systat Software, Inc, USA) for all discrete datasets (e.g., loading boundaries, local extrema) [14].

Data availability

Loading data applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with state-of-the-art components: confounders and loading boundaries (Original data) (Mendeley Data).

Ethics Statement

Each participant signed a written ethical consent form approved by research organization's human ethics committee (Human Research Ethics Committee Certificate No 1600000332, Queensland University of Technology, Brisbane, Australia).

Transparency Document. Supporting Information

The data provided in Table 1, Table 2, Table 3, Table 4, 6, Table 8, Table 9, Table 10 in this article can be found in the online version at https://data.mendeley.com/datasets/gmsyv97cpc/1

CRediT authorship contribution statement

Laurent Frossard: Conceptualization, Methodology, Software, Formal analysis, Investigation, Data curation, Writing – original draft, Writing – review & editing, Visualization, Project administration. Stefan Laux: Conceptualization, Methodology, Investigation, Resources, Supervision, Project administration, Funding acquisition. Marta Geada: Conceptualization, Methodology, Investigation, Resources, Funding acquisition. Peter Paul Heym: Conceptualization, Software, Validation, Formal analysis, Data curation, Writing – original draft, Writing – review & editing, Visualization. Knut Lechler: Conceptualization, Methodology, Resources, Writing – original draft, Writing – review & editing, Supervision, Project administration, Funding acquisition.

Declaration of Competing Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
SubjectBiomedical Engineering
Specific subject areaDesign of prosthesis for individuals fitted with osseointegrated implant
Type of dataTable, graph
How data were acquiredThirteen participants ambulated with an instrumented bone-anchored prosthesis made of tube and/or offset connector, transducer, Rheo Knee XC, Pro-Flex XC or LP feet (ÖSSUR, Iceland) and their own footwear. The tri-axial transducer measured directly and sent the loading data wirelessly to laptop nearby.
Data formatRaw, analyzed
Parameters for data collectionThe forces and moments applied on and around the mediolateral, anteroposterior and long axes of transfemoral osseointegrated implant were recorded with sampling frequency set at 200 Hz and an accuracy better than 1 N and 1 Nm, respectively.
Description of data collectionParticipants with transfemoral amputation conducted up to five trials of standardized daily activities (e.g., level walking, ascending and descending stairs and ramp) at self-selected speed using a instrumented bone-anchored prostheses.
Data source locationAPC Pty Ltd, Alexandria, NSW, Australia
Data accessibilityData is with this article. Transparency data including all tables presented in this article can be found in online from:Repository name: Mendeley DataData identification number: 10.17632/gmsyv97cpc.1Direct URL to data: https://data.mendeley.com/datasets/gmsyv97cpc/1
Related research articleL. Frossard, S. Laux, M. Geada, P.P. Heym, K. Lechler, Load applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with state-of-the-art prosthetic components, Clin Biomech (Bristol, Avon) 89 (2021) 105,457, DOI: 10.1016/j.clinbiomech.2021.105457[1].
  17 in total

1.  Kinetics of transfemoral amputees with osseointegrated fixation performing common activities of daily living.

Authors:  Winson C C Lee; Laurent A Frossard; Kerstin Hagberg; Eva Haggstrom; Rickard Brånemark; John H Evans; Mark J Pearcy
Journal:  Clin Biomech (Bristol, Avon)       Date:  2007-04-02       Impact factor: 2.063

2.  Load applied on bone-anchored transfemoral prosthesis: characterization of a prosthesis-a pilot study.

Authors:  Laurent Frossard; Eva Häggström; Kerstin Hagberg; Rickard Brånemark
Journal:  J Rehabil Res Dev       Date:  2013

3.  Improvement in walking abilities in transfemoral amputees with a distal weight bearing implant.

Authors:  Lluis Guirao; C Beatriz Samitier; Maria Costea; Josep Maria Camos; Maria Majo; Eulogio Pleguezuelos
Journal:  Prosthet Orthot Int       Date:  2016-07-10       Impact factor: 1.895

4.  Criterion and construct validity of prosthesis-integrated measurement of joint moment data in persons with transtibial amputation.

Authors:  Goeran Fiedler; Brooke Slavens; Roger O Smith; Douglas Briggs; Brian J Hafner
Journal:  J Appl Biomech       Date:  2014-03-04       Impact factor: 1.833

5.  Characterizing loads at transfemoral osseointegrated implants.

Authors:  Wesley Niswander; Wei Wang; Andrew P Baumann
Journal:  Med Eng Phys       Date:  2020-08-18       Impact factor: 2.242

6.  Load applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with state-of-the-art prosthetic components.

Authors:  Laurent Frossard; Stefan Laux; Marta Geada; Peter Paul Heym; Knut Lechler
Journal:  Clin Biomech (Bristol, Avon)       Date:  2021-08-24       Impact factor: 2.063

7.  Technology for monitoring everyday prosthesis use: a systematic review.

Authors:  Alix Chadwell; Laura Diment; M Micó-Amigo; Dafne Z Morgado Ramírez; Alex Dickinson; Malcolm Granat; Laurence Kenney; Sisary Kheng; Mohammad Sobuh; Robert Ssekitoleko; Peter Worsley
Journal:  J Neuroeng Rehabil       Date:  2020-07-14       Impact factor: 4.262

8.  Complications of bone-anchored prostheses for individuals with an extremity amputation: A systematic review.

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Journal:  PLoS One       Date:  2018-08-09       Impact factor: 3.240

9.  Loading characteristics data applied on osseointegrated implant by transfemoral bone-anchored prostheses fitted with basic components during daily activities.

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Journal:  Data Brief       Date:  2019-09-11
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