| Literature DB >> 35879000 |
Adrian Escriche-Escuder1,2, Antonio I Cuesta-Vargas3,2,4, Jose Casaña5.
Abstract
OBJECTIVES: Although exercise is considered the preferred approach for tendinopathies, the actual load that acts on the tendon in loading programmes is usually unknown. The objective of this study was to review the techniques that have been applied in vivo to estimate the forces and strain that act on the human tendon in dynamic exercises used during rehabilitation.Entities:
Keywords: Foot & ankle; Hand & wrist; Musculoskeletal disorders; REHABILITATION MEDICINE; SPORTS MEDICINE
Mesh:
Year: 2022 PMID: 35879000 PMCID: PMC9328104 DOI: 10.1136/bmjopen-2021-057605
Source DB: PubMed Journal: BMJ Open ISSN: 2044-6055 Impact factor: 3.006
Figure 1Flow diagram of the selection process.
Forces and strain evaluation methodologies identified in the included studies
| Measurement methodology | Tendon | References |
| Forces | ||
| Inverse dynamics | Achilles |
|
| Force transducers | Hand | Buckle |
| Optic fibre sensors | Patellar |
|
| Strain | ||
| Ultrasound imaging | Achilles |
|
| Quadriceps |
|
Characteristics of the included studies
| Autor and year | Population | Tendon | Type of exercise | Evaluated parameter and evaluation methodology |
| Baxter | n=8; healthy; 6M, 2F; | Achilles | Dynamic exercises: seated single-legged heel raise with 15 kg placed on the thigh, single-leg and double-leg heel raises done at both comfortable and fast speed, lunges, squats and step ups and step downs from a low box (12 cm) and a high box (20 cm). | Force: inverse dynamics: Achilles tendon force was estimated as the plantarflexion moment calculated with inverse dynamic analysis divided by a plantarflexor moment arm of 5 cm and normalised tendon load by participant bodyweight. Musculoskeletal model: OpenSim. A motion analysis system and force plate data were used for the procedure. |
| Chaudhry | n=11; healthy; 6M, 5F; | Achilles | Dynamic exercises: concentric (heel raising) and eccentric (heel lowering) ankle plantar flexion. | Force: inverse dynamics: Achilles tendon force was calculated by dividing the externally applied ankle joint moment by the moment arm and normalised across subjects by body weight. The perpendicular distance to the ankle joint centre from the line joining the calcaneus marker and the Achilles tendon marker was taken as the moment arm after correction for skin thickness measured by ultrasound. Data analysis: Matlab code. A motion analysis system and force plate data were used for the procedure. |
| Gheidi | n=18; healthy; 18M; | Achilles | Dynamic exercises: unilateral and bilateral heel raising, squat and lunge | Force: inverse dynamics: muscle forces were estimated from a musculoskeletal model. Moment arms were based on previous literature (graphics-based model). |
| Rees | n=7; healthy; 4M, 3F; | Achilles | Dynamic exercises: eccentric heel-drop and concentric heel-raises exercises | Force: inverse dynamics: Achilles tendon force was calculated by dividing the ankle joint moment by the moment arm between the Achilles tendon and the ankle joint centre. A motion analysis system and force plate data were used for the procedure. |
| Revak | n=21; healthy; 21M; | Achilles | Dynamic exercises: seated bilateral heel raising and lowering, standing bilateral heel raising and lowering, unilateral heel raising and lowering and bilateral heel raising and unilateral lowering. | Force: inverse dynamics: muscle forces were estimated from a musculoskeletal model. The muscle forces were then used to quantify total Achilles tendon force by summing the muscle forces of the medial and lateral gastrocnemius and soleus for each exercise. Musculoskeletal model: Human Body Model. |
| Sinclair | n=18; healthy; 18M; | Achilles | Dynamic exercises: back and front squat. | Force; inverse dynamics: the ATL was determined by dividing the plantar flexion moment (PFM) by the estimated Achilles tendon moment arm (MA): ATL=PFM/ MA. The moment arm was quantified as a function of the ankle sagittal plane angle using a procedure described in previous literature. |
| Weinert-Aplin | n=19; healthy; 8M, 11F; | Achilles | Dynamic exercises: barefoot and in shoes eccentric heel lowering (with knee extended and flexed). | Force; inverse dynamics: kinematics and kinetics were used to calculate the angles and intersegmental moments at the ankle, knee and hip joints following established inverse dynamics utilising Newton-Euler equations of motion and segment dynamics. |
| Yeh | n=18; healthy; 11M, 7F; | Achilles | Dynamic exercises: HSR and ECC protocols modification: standing knee-straight heel drop and rise (100, 108–115, 125 and 160 of %BW); seated heel drop and rise (13, 21–28, 38 and 63 of %BW) | Force; inverse dynamics: Achilles tendon force was calculated by dividing the ankle torque by the participant-specific effective moment arm estimated from the MRI. Musculoskeletal model: FreeBody. A motion analysis system, force plate data and MRI were used for the procedure. |
| Dillon | n=7; healthy; 7M; | Patellar | Dynamic exercises: CONC and ECC one-leg squat (110°), CON and ECC knee extension with a 10 kg weight attached to the foot (90°), step up and step down. | Force; optic fibre: an optic fibre technique was used to detect forces in both the anterior and the posterior regions of the proximal patellar tendon. The technique entails the optic fibre being inserted through the entire cross-section of the tendon and the ends being attached to a transmitter–receiver unit for light intensity monitoring. |
| Earp | n=10; healthy; 10M; | Patellar | Dynamic exercises: depth back squat lifts with 60% of 1RM at three different speeds: slow fixed tempo, volitional speed without a pause and maximum speed jump). | Force: inverse dynamics: PTFs were estimated by multiplying knee moment by the joint-derived moment arm length of the patella, as determined using a previously published model. |
| Frohm | NTotal=14; healthy; 14M | Patellar | Dynamic exercises: eccentric squats holding a weight (barbell disc) of 10 kg in decline board and horizontal surface, eccentric squat in Bromsman device in decline board and horizontal surface. | Force: inverse dynamics: PTF was estimated dividing the knee moment by the patellar tendon moment arm, specific for the corresponding knee flexion angle. Moment arms were based on data for different angles reported in previous literature. |
| Reilly and Martens | n=3; heathy; 3M; | Patellar | Dynamic exercises: leg raising, stair climbing and deep knee bends. | Force: inverse dynamics: the calculation for the leg raise exercise was a purely mathematical formulation (based on the moment arm and angles), whereas the other cases are a combination of a mathematical formulation with experimentally determined parameters (strain gauge instrumented force plate). Moment arm of the PTF was measured from roentgenograms. A stroboscopic photography system and force plate data were used for the procedure. |
| Richards | n=18; healthy; 9M, 9F; | Patellar | Dynamic exercises: decline squats at different angles of declination (0°, 5°, 10°, 15°, 20° and 25°) | Force: inverse dynamics: PTF was determined by dividing the extensor moment (ME) by the patellar tendon moment arm (PTMA): PTF=ME/ PTMA. The moment arm was quantified as a function of the knee flexion angle by fitting a second order polynomial curve to data published in previous literature. |
| Zellmer | n=25;healthy; 25F | Patellar | Dynamic exercises: forward step lunge with knee in front of toes, forward step lunge with knee behind toes | Force: inverse dynamics: muscle forces were estimated from a musculoskeletal model. The calculated muscle forces were used to quantify the total PTF by summing the muscle forces of the rectus femoris, vastus medialis, vastus lateralis and vastus intermedius throughout each repetition. Musculoskeletal model: Human Body Model. A motion analysis system and force plate data were used for the procedure. |
| Zwerver | n=5; healthy; 2M, 3F; | Patellar | Dynamic exercises: single-leg decline squats at different angles of declination (0°, 5°, 10°, 15°, 20°, 25° and 30°) with and without a backpack of 10 kg | Force: inverse dynamics: normalised PTFs were estimated according to the following formula: Ftendon=M/d, where M is the ankle moment and d is the normalised moment arm of the patellar tendon. The calculation of moment arms were based on previous literature. |
| Edsfeldt | n=12; open carpal tunnel release surgery patients; 4M, 8F; | Hand | Dynamic exercises: unresisted fingers extension and flexion of all fingers, unresisted isolated flexion of FDP, unresisted isolated flexion of FDS. | Force: buckle force transducer: after the transverse carpal ligament was released with a longitudinal incision, the FDP and FDS tendons of the index finger were isolated and buckle force transducers were mounted on each. The experiment was conducted during surgery with local anaesthesia injected at the incision site. |
| Kursa | n=12; open carpal tunnel release surgery patients; 4M, 8F; | Hand | Dynamic exercises: unresisted finger flexion and extension at different angles (MP extension, 15° MP, 45° MP, 60° MP, MP flexion). | Force: buckle force transducer: After the transverse carpal ligament was released with a longitudinal incision, the FDP and FDS tendons of the index finger were isolated, and buckle force transducers were mounted on each. The experiment was conducted during surgery with local anaesthesia injected at the incision site. |
| Nikanjam | n=12; open carpal tunnel release surgery patients; 4M, 8F; | Hand | Dynamic exercises: unresisted finger flexion and extension. | Force: buckle force transducer: after the flexor retinaculum ligament was released with a longitudinal incision, the FDP and FDS tendons of the index were isolated, and buckle force transducers were placed around each. The experiment was conducted during open carpal tunnel release surgery with local anaesthesia. |
| Powell and Trail | n=33; open carpal tunnel release surgery patients; | Hand | Dynamic exercises: unresisted finger flexion and resisted finger flexion (pulley with weights 100 to 500 g). | Force: Load cell: An apparatus consisting of three vertical rods, each terminating in a ‘hook’ was used for the tendon force measurements. The central hook is connected to a load cell. During routine carpal tunnel decompression under local anaesthetic infiltration, tendon force measurements were carried out on each exposed tendon (FDS of the ring finger, middle finger or index finger; FDP of the ring finger or little finger; FPL of the thumb). |
| Powell and Trail | n=24; open carpal tunnel release surgery patients; 12M, 12F; | Hand | Dynamic exercises: resisted finger flexion (pulley with weights 100 to 500 g) and resisted finger extension (rubber band). | Force: load cell: an apparatus consisting of three vertical rods, each terminating in a ‘hook’ was used for the tendon force measurements. The central hook is connected to a load cell. During routine carpal tunnel decompression under local anaesthetic infiltration, tendon force measurements were carried out on each exposed tendon (FDS of the ring finger, middle finger or index finger). |
| Schuind | n=5; open carpal tunnel release surgery patients; 3M, 2F | Hand | Dynamic exercises: wrist and fingers flexion and extension. | Force: S-shaped force transducer: S-shaped force transducers were applied to the flexor pollicis longus and FDS and FDP tendons of the index finger in five patients operated on for treatment of carpal tunnel syndrome. The experiment was conducted during open carpal tunnel release surgery with local anaesthesia. |
ATL, Achilles tendon load; BMI, body mass index; %BW, percentage of body weight; CONC, concentric; ECC, eccentric; F, female; FDP, flexor digitorum profundus; FDS, flexor digitorum superficialis; FPL, flexor digitorum profundus longus; GRF, ground reaction forces; HSR, heavy slow resistance; M, male; MTJ, myotendinous junction; PTFs, patellar tendon forces.