TWI603716B - Knee joint torque calculation method - Google Patents

Knee joint torque calculation method Download PDF

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TWI603716B
TWI603716B TW105123896A TW105123896A TWI603716B TW I603716 B TWI603716 B TW I603716B TW 105123896 A TW105123896 A TW 105123896A TW 105123896 A TW105123896 A TW 105123896A TW I603716 B TWI603716 B TW I603716B
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axis
angular velocity
acceleration
average
value
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TW201808227A (en
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Zi-Yuan Xiang
zi-rong Huang
Zhen-Fang Xie
yin-xin Li
Ting-Wei Li
Jian-Xu-Fang Zhang
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Description

膝關節力矩計算方法 Knee joint torque calculation method

本發明係提供一種膝關節力矩計算方法,尤指將穿戴裝置穿戴於小腿之預設穿戴位置上,並透過運動感測器來偵測小腿位移的加速度及角速度,以代入膝關節的外展、內收及平均力矩公式,進而得到膝關節的外展、內收及平均力矩,達到不受到場域限制及隨時監控之效用。 The present invention provides a knee joint torque calculation method, in particular, the wearable device is worn on a preset wearing position of the lower leg, and the acceleration and angular velocity of the calf displacement are detected through the motion sensor to substitute for the knee joint abduction. The method of adduction and average torque, in turn, the abduction, adduction and average torque of the knee joint, to achieve the effect of not being limited by the field and monitoring at any time.

按,現今運動風氣盛行,不分男女老少、族群、人種及各年齡層次,皆可透過正常規律的運動增進或維持心肺能力、肌耐力,同時促進新陳代謝速率、增進免疫能力,以及有助於排除心理壓力、提昇生活的品質等益處,使個人擁有最佳的身心狀態。 According to the current trend of sports, regardless of gender, ethnicity, ethnicity and all ages, it can promote or maintain cardiopulmonary ability and muscular endurance through normal regular exercise, while promoting metabolic rate, improving immunity, and helping Eliminate psychological stress, improve the quality of life and other benefits, so that individuals have the best physical and mental state.

再者,人體中擁有諸多種體關節,如膝關節、髖關節、踝關節或腕關節等,均為人類從事各類活動中極為重要之關節,舉凡坐站、行走、跑步、跳躍、上下樓梯、舞蹈、田徑動作等跟人體整體的移動相關之動作,都需借助體關節之轉動或承載來進行,就人體力學的觀點而言,在身體運動或移動的期間,其體關節必須承受大部份的重量,因此,體關節非常容易發生損傷、磨損或老化等情況,所以不論是在跑步、打籃球、排球、踢足球等運動,亦或者行走、上下樓梯、舞蹈等活動,皆需要有正確的姿勢,以防範姿勢不良所造成的酸痛、運動傷害、關節磨損或破裂等 問題。 In addition, the human body has a variety of body and joints, such as knee joints, hip joints, ankle joints or wrist joints, etc., which are extremely important joints for human activities in various activities, such as sitting, walking, running, jumping, going up and down stairs. Movements related to the movement of the human body, such as dance, track and field movements, etc., must be carried out by the rotation or bearing of the body joints. From the point of view of human mechanics, the body and joints must withstand most of the body during movement or movement. The weight of the part, therefore, the body joints are very prone to damage, wear or aging, so whether it is running, basketball, volleyball, football, etc., or walking, going up and down stairs, dance, etc., need to be correct Position to prevent soreness, sports injuries, joint wear or breakage caused by poor posture problem.

其中,該體關節中之膝關節不論在運動或移動中皆扮演著傳遞與吸收力量的重要角色,其膝關節為屬於一種滑液關節(Synovial joint),介於股骨、脛骨與腓骨間的關節構造,且膝關節於結構上為一樞紐關節(Hinge joint),係為一個平面內移動的關節,其可進行上下運動,但無法進行左右移動,所以膝關節於理論上僅能進行屈曲或伸展之單一軸向上的活動,但於實際動作時,膝關節亦會伴隨著內收、外展及內、外旋另外二個軸向上的旋轉,但有時會因為運動或移動中的姿勢不正確,亦或者一些旋轉、轉身等改變運動方向的動作過大,導致增加另外二個軸向的旋轉角度,若旋轉角度過大或是過常發生,便容易對膝關節造成急性傷害(如肌腱、韌帶組織的斷裂等)或慢性傷害(如半月板、軟骨的磨損或破裂、肌腱、韌帶組織發炎等)。 Among them, the knee joint in the body joint plays an important role in transmitting and absorbing power in motion or movement. The knee joint belongs to a synovial joint, and the joint between the femur, the tibia and the tibia. The knee joint is structurally a hinge joint (Hinge joint), which is an in-plane moving joint that can move up and down, but cannot move left and right, so the knee joint can only be flexed or stretched theoretically. The movement in a single axial direction, but in actual operation, the knee joint is accompanied by adduction, abduction, and rotation of the other two axial directions of the inner and outer rotations, but sometimes the posture is incorrect due to movement or movement. Or some rotation, turning, etc. to change the direction of motion is too large, resulting in the increase of the other two axial rotation angles. If the rotation angle is too large or abnormal, it will cause acute injury to the knee joint (such as tendon and ligament tissue). Break, etc.) or chronic injury (such as meniscus, cartilage wear or rupture, tendon, ligament tissue inflammation, etc.).

然而,為了防止運動或移動時的姿勢不正確,亦或者旋轉、轉身等改變運動方向的動作過大,即可藉由量測、觀察膝關節於運動或移動中所產生之力矩,也就是扭轉時產生的力,來瞭解到關節受力的情形,以及肌肉、韌帶、肌腱、骨骼等組織所承受的張力、壓力等資訊,便可透過所得到之資訊來達到矯正姿勢之效果,進而避免對膝蓋造成傷害。 However, in order to prevent the posture during movement or movement from being incorrect, or to change the direction of motion such as rotation or turning, the torque generated by the knee joint during movement or movement, that is, the twisting time, can be measured and observed. The force generated to understand the condition of the joint, as well as the tension, pressure and other information of the muscles, ligaments, tendons, bones and other tissues, can achieve the correct posture through the information obtained, and thus avoid the knee cause some damages.

但是,目前欲量測到膝關節力矩皆必須透過實驗室的儀器才可獲得,一般而言係利用動作分析系統(motion capture system)及測力板(force plate)來進行量測作業,以得到膝關節角度(knee joint angle)及地面反作用力(ground reaction force,GRF)等參數,再將所得到之參數代入逆動力學(Inverse kinematics)的公式中,藉此計算出膝關節力矩,其因動作分析系統及測力板等儀器具有一定的體積,且需要一定的空間場所才可擺放以進行量測作業,導致場域上會受到諸多的限制,且無法隨時進行量測,進而對使用者造成不便利性。 However, at present, it is necessary to measure the knee joint torque through the laboratory equipment. Generally, the motion capture system and the force plate are used for the measurement operation to obtain the knee joint torque. Knee joint Angle) and ground reaction force (GRF) parameters, and then the obtained parameters are substituted into the inverse kinetics (Inverse kinematics) formula, thereby calculating the knee joint torque, the motion analysis system and the force measurement Instruments such as boards have a certain volume, and require a certain space to be placed for measurement operations, resulting in many restrictions on the field, and can not be measured at any time, thereby causing inconvenience to the user.

是以,要如何設法解決上述習用之缺失與不便,即為從事此行業之相關業者所亟欲研究改善之方向所在。 Therefore, how to solve the above-mentioned lack of inconvenience and inconvenience is the direction that the relevant industry players in this industry are eager to study and improve.

故,發明人有鑑於上述缺失,乃搜集相關資料,經由多方評估及考量,並以從事於此行業累積之多年經驗,經由不斷試作及修改,始設計出此種膝關節力矩計算方法的發明專利者。 Therefore, in view of the above-mentioned shortcomings, the inventors have collected relevant information, and through multiple evaluations and considerations, and through years of experience in the industry, through continuous trial and modification, the invention patent for this knee joint torque calculation method was designed. By.

本發明之主要目的乃在於該膝關節力矩計算方法為於使用者小腿之預設穿戴位置上穿著有穿戴裝置之穿戴物,並將穿戴物上裝設之運動感測器對正於預設穿戴位置處,且連線至電子裝置,當使用者開始移動時,即可透過運動感測器來偵測小腿位移的加速度及角速度,並藉由電子裝置計算出加速度及角速度分別於三軸向中的數據值及位移資料,再利用著地期及擺盪期的辨別方式來於位移資料上判斷出著地期的時間點,便可取出位於著地期時間點內各軸向中之數據值,再將數據值代入至膝關節內收力矩外展力矩與平均力矩公式中,以得到膝關節之外展、內收力矩及平均力矩,其因小腿上穿著穿戴裝置移動後,便可取得外展、內收力矩及平均力矩,即不需使用另外的空間場所,便不會受到場域上的使用限制, 且可隨時對使用者進行監控,進而達到防止因姿勢不良而對膝關節造成傷害之目的。 The main purpose of the present invention is to calculate the knee joint torque by wearing the wearing device of the wearing device at the preset wearing position of the user's lower leg, and aligning the motion sensor mounted on the wearing device with the preset wearing. At the position, and connected to the electronic device, when the user starts to move, the acceleration and angular velocity of the calf displacement can be detected through the motion sensor, and the acceleration and the angular velocity are respectively calculated in the three axial directions by the electronic device. The data value and the displacement data are then used to determine the time point of the ground period on the displacement data by using the identification method of the ground period and the swing period, and the data values in the axial directions at the time point of the landing period can be taken out. Then the data value is substituted into the knee joint adduction torque abduction torque and average torque formula to obtain the knee joint outreach, adduction torque and average torque, which can be abducted after wearing the wearing device on the calf. , the adduction torque and the average torque, that is, no need to use another space, it will not be restricted by the use of the field. The user can be monitored at any time to prevent the knee joint from being damaged due to poor posture.

本發明之次要目的乃在於該穿戴裝置整體結構簡單且內部之電子元件少,即具有製造成本低廉之優勢,進而達到提高產品競爭力之目的。 A secondary object of the present invention is that the overall structure of the wearing device is simple and the number of internal electronic components is small, that is, the manufacturing cost is low, and the product competitiveness is improved.

1‧‧‧穿戴裝置 1‧‧‧Wearing device

11‧‧‧穿戴物 11‧‧‧ Wearables

12‧‧‧運動感測器 12‧‧‧Sports sensor

2‧‧‧小腿 2‧‧‧ calf

21‧‧‧穿戴位置 21‧‧‧ wearing position

第一圖 係為本發明步驟之流程圖。 The first figure is a flow chart of the steps of the present invention.

第二圖 係為本發明之使用狀態圖。 The second figure is a usage state diagram of the present invention.

第三圖 係為本發明角速度對時間之曲線圖。 The third graph is a plot of angular velocity versus time for the present invention.

第四圖 係為本發明著地期時間點內的三軸向加速度之曲線圖。 The fourth figure is a graph of the three-axis acceleration in the landing time point of the invention.

第五圖 係為本發明著地期時間點內的三軸向角速度之曲線圖。 The fifth graph is a graph of the three-axis angular velocity in the landing time point of the present invention.

為達成上述目的與功效,本發明所採用之技術手段及其構造、實施之方法等,茲繪圖就本發明之較佳實施例詳加說明其特徵與功能如下,俾利完全瞭解。 In order to achieve the above objects and effects, the technical means, the structure, the method of the implementation, and the like, which are used in the present invention, are described in detail in the preferred embodiments of the present invention.

請參閱第一、二、三、四、五圖所示,係為本發明步驟之流程圖、使用狀態圖、角速度對時間之曲線圖、著地期時間點內的三軸向加速度之曲線圖及著地期時間點內的三軸向角速度之曲線圖,由圖中可清楚看出,本發明膝關節力矩計算方法,尤指計算出膝關節之外展力矩(Abduction moment)、內收力矩(Adduction moment)與平均力矩(Mean moment)之方法,其步 驟為: Please refer to the first, second, third, fourth and fifth figures, which are the flow chart of the steps of the invention, the state diagram of use, the curve of angular velocity versus time, and the curve of the three-axis acceleration at the time of landing. And the graph of the three-axis angular velocity in the time point of the ground, as can be clearly seen from the figure, the calculation method of the knee joint torque of the present invention, especially the calculation of the knee joint abduction moment (Abduction moment), the adduction torque (Adduction moment) and Mean moment method, the steps The sudden is:

(A01)係先將穿戴裝置1之穿戴物11穿戴於使用者小腿2之預設穿戴位置21上,並將裝設於穿戴物11上之運動感測器12對正於小腿2之預設穿戴位置21處,且將運動感測器12連線至具運算功能之電子裝置。 (A01) First, the wearing object 11 of the wearing device 1 is worn on the preset wearing position 21 of the user's lower leg 2, and the motion sensor 12 mounted on the wearing object 11 is aligned with the preset of the lower leg 2. The position 21 is worn and the motion sensor 12 is wired to an electronic device having an operational function.

(A02)使用者開始移動(慢走、快走或跑步等),並利用運動感測器12來偵測小腿2位移的加速度(Acceleration)及角速度(Angular velocity),且藉由電子裝置運算出加速度及角速度分別於三軸向(X、Y、Z軸)中的數據值,以及取得包含加速度對時間曲線圖或角速度對時間曲線圖等資訊之位移資料。 (A02) The user starts moving (slow walking, brisk walking or running, etc.), and uses the motion sensor 12 to detect the acceleration (Acceleration) and angular velocity (Angular velocity) of the calf 2 displacement, and the acceleration is calculated by the electronic device. And the angular velocity is the data value in the three axial directions (X, Y, Z axis), and the displacement data including the acceleration versus time graph or the angular velocity versus time graph.

(A03)再利用著地期(Stance phase)及擺盪期(Swing phase)的辨別方式來對位移資料進行判斷,以取得著地期的時間點{即腳跟著地(Heel strike)至腳尖離地(Toe off)的時間點}。 (A03) Re-use the Stance phase and the Swing phase to determine the displacement data to obtain the time point of the ground period (ie Heel strike to the toes off the ground). (Toe off) time point}.

(A04)取得著地期的時間點後,再配合步驟(A02)的數據值,取出位於著地期時間點內各軸向中的加速度及角速度之最大值、最小值、平均值或積分值。 (A04) After obtaining the time point of the land period, with the data value of step (A02), the maximum, minimum, average or integral value of the acceleration and angular velocity in each axial direction at the time point of the landing period is taken out. .

(A05)再分別於膝關節外展力矩、內收力矩與平均力矩公式中代入所需的加速度及角速度數據值之最大值、最小值、平均值或積分值,以獲得膝關節之外展力矩、內收力矩及平均力矩的數值。 (A05) Substituting the maximum, minimum, average or integral values of the required acceleration and angular velocity data values in the knee abduction torque, adduction torque and average torque formula respectively to obtain the knee joint abduction torque , the value of the adduction torque and the average torque.

上述步驟(A01)中之穿戴物11可為護膝、運動長褲 、長褲、綁帶或其它可供穿戴於小腿2的預設穿戴位置21上之穿戴物11;且該運動感測器12可為IMU感測器(Inertial measurement unit),其為由加速規、陀螺儀或磁力計等相關構件所組成之感測器,用以感測移動時所產生之加速度及角速度,惟,有關運動感測器12內部之構件係為習知之技術,故不詳細贅述。 The wearing article 11 in the above step (A01) may be knee pads and sports pants. , trousers, straps or other wearables 11 that can be worn on the preset wearing position 21 of the lower leg 2; and the motion sensor 12 can be an IMU sensor (Inertial measurement unit) A sensor composed of a gyroscope or a magnetometer or the like is used to sense the acceleration and angular velocity generated during the movement. However, the components inside the motion sensor 12 are conventional techniques, so the details are not described in detail. .

再者,上述步驟(A01)中之運動感測器12較佳實施為利用導線來直接與電子裝置進行電性連接,以將運動感測器12偵測到的加速度、角速度等數值透過導線傳輸至電子裝置,但於實際應用時,其運動感測器12內部亦可進一步設有無線傳輸模組,且該電子裝置內部亦設有無線傳輸單元,其運動感測器12便可藉由無線傳輸的方式將運動感測器12偵測到的加速度、角速度等數值傳輸至電子裝置;至於無線傳輸模組及無線傳輸單元可為藍芽(Bluetooth)無線傳輸介面、全球移動通信系統(GSM)、整合封包無線電服務(GPRS)、分碼多重擷取系統(CDMA)或無線網路(如Wi-Fi、Wireless Lan、Zigbee等)等傳輸介面;且該電子裝置較佳之實施狀態可為桌上型電腦,但於實際應用時,亦可為智慧型手機、平板電腦、筆記型電腦或其它具運算功能之電子裝置。 Furthermore, the motion sensor 12 in the above step (A01) is preferably implemented by electrically connecting the electronic device directly to the electronic device to transmit the values of the acceleration, angular velocity and the like detected by the motion sensor 12 through the wire. For the electronic device, in the actual application, the motion sensor 12 may further be provided with a wireless transmission module, and the electronic device also has a wireless transmission unit therein, and the motion sensor 12 can be wirelessly The transmission method transmits the values of acceleration and angular velocity detected by the motion sensor 12 to the electronic device; the wireless transmission module and the wireless transmission unit may be a Bluetooth wireless transmission interface, and a global mobile communication system (GSM). a transmission interface such as a packet radio service (GPRS), a code division multiple access system (CDMA), or a wireless network (such as Wi-Fi, Wireless Lan, Zigbee, etc.); and the preferred implementation state of the electronic device may be a desk A computer, but in practice, it can also be a smart phone, tablet, notebook or other electronic device with computing functions.

且上述步驟(A01)中之小腿2之預設穿戴位置21較佳為小腿2之脛骨粗隆(Tibial tuberosity)處,但於實際應用時,亦可為脛骨粗隆的周圍處。 Moreover, the predetermined wearing position 21 of the lower leg 2 in the above step (A01) is preferably the Tibial tuberosity of the lower leg 2, but in actual application, it may also be around the tibial tuberosity.

然而,上述步驟(A03)中之著地期及擺盪期的辦別方式為Gouwanda及Senanayake於2011年提出之辦別 方式,如第三圖所示,由圖中可清楚看出,圖表的縱軸是角速度,橫軸則是時間,而當使用者移動,且小腿2產生位移時,其小腿2之預設穿戴位置21處所產生之角速度便會如圖中曲線所示,曲線中二個最高點係為小腿2於空中擺盪時的時間點,且擺盪後的第一個低點為腳跟著地的時間點,而擺盪前一個低點為腳尖離地的時間點,然而,腳跟著地的時間點至腳尖離地的時間點即為著地期的時間點,便可藉由角速度對時間的曲線圖來辦別出著地期及擺盪期的時間點。 However, the method of the pre-scheduled period and the swing period in the above step (A03) was proposed by Gouwanda and Senanayake in 2011. The way, as shown in the third figure, it can be clearly seen from the figure that the vertical axis of the graph is the angular velocity, and the horizontal axis is the time. When the user moves and the calf 2 is displaced, the calf 2 is preset to wear. The angular velocity generated at position 21 will be as shown in the curve. The two highest points in the curve are the time points when the calf 2 swings in the air, and the first low point after the swing is the time point when the heel strikes the ground. The low point before the swing is the time point when the toe is off the ground. However, the time point from the time of the heel to the ground to the point where the toe is off the ground is the time point of the ground period, which can be done by the graph of the angular velocity versus time. Don't miss the time of the season and the swing period.

另外,上述步驟(A05)中之外展力矩公式:A=-a1.B1-a2.B2+a3.B3-a4.B4+a5.B5+a6.B6-a7.B7+a8.B8+a9.B9-a10.B10+K;A=外展力矩;a1為介於5.0~4.4之間,a2為介於1.0~0.4之間,a3為介於6.0~4.6之間,a4為介於17.0~16.8之間,a5為介於26.0~24.3之間,a6為介於5.0~4.1之間,a7為介於7.0~6.0之間,a8為介於40.0~38.8之間,a9為介於12.0~11.5之間,a10為介於4.0~3.2之間;B1=角速度Z軸平均值(mean),B2=角速度Z軸最小值(min),B3=加速度Z軸最小值(min),B4=角速度X軸積分值,B5=加速度X軸平均值(mean),B6=角速度Y軸積分值,B7=角速度Z軸積分值,B8=加速度Y軸積分值,B9=角速度X軸平均值(mean),B10=角速度Y軸平均值(mean),K為自然數常數。 In addition, the abduction torque formula in the above step (A05): A=-a 1 . B 1 -a 2 . B 2 +a 3 . B 3 -a 4 . B 4 +a 5 . B 5 +a 6 . B 6 -a 7 . B 7 +a 8 . B 8 +a 9 . B 9 -a 10 . B 10 +K; A = abduction torque; a 1 is between 5.0 and 4.4, a 2 is between 1.0 and 0.4, a 3 is between 6.0 and 4.6, and a 4 is between 17.1. Between ~16.8, a 5 is between 26.0 and 24.3, a 6 is between 5.0 and 4.1, a 7 is between 7.0 and 6.0, and a 8 is between 40.0 and 38.8. 9 is between 12.0 and 11.5, a 10 is between 4.0 and 3.2; B 1 = angular velocity Z-axis mean (mean), B 2 = angular velocity Z-axis minimum (min), B 3 = acceleration Z Axis minimum value (min), B 4 = angular velocity X-axis integral value, B 5 = acceleration X-axis average value (mean), B 6 = angular velocity Y-axis integral value, B 7 = angular velocity Z-axis integral value, B 8 = acceleration Y-axis integral value, B 9 = angular velocity X-axis average value (mean), B 10 = angular velocity Y-axis average value (mean), and K is a natural number constant.

而上述步驟(A05)中之內收力矩公式: C=-c1.D1-c2.D2+c1.D3-c4.D4-c5.D5+c6.D6-c7.D7-c8.D8+c9.D9+c10.D10-c11.D11+c12.D12-c13.D13+K;C=內收力矩;c1為介於30.0~29.0之間,c2為介於1.0~0.6之間,c3為介於29.0~27.5之間,c4為介於3.0~1.0之間,c5為介於115.0~113.0之間,c6為介於447.0~445.3之間,c7為介於52.0~51.0之間,c8為介於17.0~15.7之間,c9為介於47.0~45.3之間,c10為介於39.0~38.7之間,c11為介於502.0~501.6之間,c12為介於16.0~15.6之間,c13為介於4.0~3.2之間;D1=角速度Z軸平均值(mean),D2=角速度X軸最小值(min),D3=加速度Z軸最小值(min),D4=角速度Z軸最小值(min),D5=加速度Z軸積分值,D6=加速度Y軸平均值(mean),D7=加速度Z軸最大值(max),D8=角速度X軸積分值,D9=加速度X軸平均值(mean),D10=角速度Z軸積分值,D11=加速度Y軸積分值,D12=角速度X軸平均值(mean),D13=角速度Y軸平均值(mean),K為自然數常數。 And the formula of the adduction torque in the above step (A05): C=-c 1 . D 1 -c 2 . D 2 +c 1 . D 3 -c 4 . D 4 -c 5 . D 5 +c 6 . D 6 -c 7 . D 7 -c 8 . D 8 +c 9 . D 9 +c 10 . D 10 -c 11 . D 11 +c 12 . D 12 -c 13 . D 13 +K; C = adduction torque; c 1 is between 30.0 and 29.0, c 2 is between 1.0 and 0.6, c 3 is between 29.0 and 27.5, and c 4 is between 3.0 Between ~1.0, c 5 is between 115.0 and 113.0, c 6 is between 447.0 and 445.3, c 7 is between 52.0 and 51.0, and c 8 is between 17.0 and 15.7. 9 is between 47.0 and 45.3, c 10 is between 39.0 and 38.7, c 11 is between 502.0 and 501.6, c 12 is between 16.0 and 15.6, and c 13 is between 4.0 and 3.2; D 1 = angular velocity Z-axis mean (mean), D 2 = angular velocity X-axis minimum (min), D 3 = acceleration Z-axis minimum (min), D 4 = angular velocity Z-axis minimum (min ), D 5 = acceleration Z-axis integral value, D 6 = acceleration Y-axis average value (mean), D 7 = acceleration Z-axis maximum value (max), D 8 = angular velocity X-axis integral value, D 9 = acceleration X-axis Mean, D 10 = angular velocity Z-axis integral value, D 11 = acceleration Y-axis integral value, D 12 = angular velocity X-axis average value (mean), D 13 = angular velocity Y-axis average value (mean), K is Natural number constant.

而上述步驟(A05)中之平均力矩公式:E=-e1.F1+e2.F2-e3.F3+e4.F4-e5.F5-e6.F6+e7.F7+e8.F8+e9.F9-e10.F10+e11.F11+e12.F12-e13.F13+e14.F14-e15.F15+K; E=平均力矩;e1為介於21.0~19.0之間,e2為介於7.0~5.0之間,e3為介於1.0~0.02之間,e4為介於18.0~17.7之間,e5為介於2.0~0.4之間,e6為介於62.0~60.5之間,e7為介於1.0~0.006之間,e8為介於218.0~216.4之間,e9為介於24.0~23.0之間,e10為介於11.0~10.1之間,e11為介於51.0~49.2之間,e12為介於28.0~27.9之間,e13為介於243.0~242.2之間,e14為介於11.0~10.6之間,e15為介於3.0~2.5之間;F1=角速度Z軸平均值(mean),F2=加速度Y軸最小值(min),F3=角速度X軸最小值(min),F4=加速度Z軸最小值(min),F5=角速度Z軸最小值(min),F6=加速度Z軸積分值,F7=角速度Y軸最大值(max),F8=加速度Y軸平均值(mean),F9=加速度Z軸最大值(max),F10=角速度X軸積分值,F11=加速度X軸平均值(mean),F12=角速度Z軸積分值,F13=加速度Y軸積分值,F14=角速度X軸平均值(mean),F15=角速度Y軸平均值(mean),K為自然數常數。 And the average torque formula in the above step (A05): E = -e 1 . F 1 +e 2 . F 2 -e 3 . F 3 +e 4 . F 4 -e 5 . F 5 -e 6 . F 6 +e 7 . F 7 +e 8 . F 8 +e 9 . F 9 -e 10 . F 10 +e 11 . F 11 +e 12 . F 12 -e 13 . F 13 +e 14 . F 14 -e 15 . F 15 +K; E = average moment; e 1 is between 21.0 and 19.0, e 2 is between 7.0 and 5.0, e 3 is between 1.0 and 0.02, and e 4 is between 18.0 and Between 17.7, e 5 is between 2.0 and 0.4, e 6 is between 62.0 and 60.5, e 7 is between 1.0 and 0.006, and e 8 is between 218.0 and 216.4, e 9 It is between 24.0 and 23.0, e 10 is between 11.0 and 10.1, e 11 is between 51.0 and 49.2, e 12 is between 28.0 and 27.9, and e 13 is between 243.0 and 242.2. between, e 14 is between 11.0 ~ 10.6, e 15 is between 3.0 ~ 2.5; F 1 = Z-axis angular velocity average value (mean), F 2 = acceleration in the Y-axis minimum value (min), F 3 = angular velocity X-axis minimum (min), F 4 = acceleration Z-axis minimum (min), F 5 = angular velocity Z-axis minimum (min), F 6 = acceleration Z-axis integral value, F 7 = angular velocity Y-axis Maximum value (max), F 8 = acceleration Y-axis average value (mean), F 9 = acceleration Z-axis maximum value (max), F 10 = angular velocity X-axis integral value, F 11 = acceleration X-axis average value (mean) , F 12 = integrated value of the angular velocity of the Z-axis, F 13 = integral value of acceleration in the Y-axis, F 14 = X-axis angular velocity average (mean), 15 = Y-axis angular velocity average value F (mean), K Natural number constant.

例如:當利用Gouwanda及Senanayake於2011年提出之辦別方式來於角速度對時間曲線圖上取得著地期的時間點後,即可參閱第四、五圖所示,並於圖中著地期時間點內取出加速度及角速度在各軸向中之最大值、最小值或積分值,並代入內收力矩公式、外展力矩與平均力矩的公式中,其中: 該外展力矩公式中為代入B1=6.602,B2=-6.934,B3=-6.759,B4=7.235,B5=10.132,B6=67.529,B7=4.218,B8=0.311,B9=11.084,B10=105.328,K=-286.11。 For example, when using the method proposed by Gouwanda and Senanayake in 2011 to obtain the time point on the angular velocity versus time curve, you can refer to the fourth and fifth figures, and land in the map. At the time point, the maximum, minimum or integral values of the acceleration and angular velocity in each axial direction are taken out and substituted into the formula of the adduction torque formula, the abduction moment and the average moment, wherein: the abduction torque formula is substituted for B. 1 = 6.602, B 2 = - 6.934, B 3 = - 6.759, B 4 = 7.235, B 5 = 10.132, B 6 = 67.529, B 7 = 4.218, B 8 = 0.311, B 9 = 11.084, B 10 = 105.328 , K = -286.11.

該內收力矩公式中為代入D1=13.181,D2=-62.760,D3=-2.444,D4=-8.679,D5=3.650,D6=-1.133,D7=13.444,D8=12.303,D9=9.478,D10=9.521,D11=-0.818,D12=16.681,D13=87.310,K=-82.88。 In the formula of the adduction torque, D 1 =13.181, D 2 =-62.760, D 3 =-2.444, D 4 =-8.679, D 5 =3.650, D 6 =-1.133, D 7 =13.444, D 8 = 12.303, D 9 = 9.478, D 10 = 9.521, D 11 = -0.818, D 12 = 16.681, D 13 = 87.310, K = -82.88.

該平均力矩公式中為代入F1=7.590,F2=-5.982,F3=-162.954,F4=-5.952,F5=-19.265,F6=2.038,F7=207.201,F8=1.070,F9=12.120,F10=10.189,F11=9.394,F12=4.919,F13=0.703,F14=14.992,F15=91.422,K=-243.326。 In the formula of the average moment, F 1 =7.590, F 2 =-5.982, F 3 =-162.954, F 4 =-5.952, F 5 =-19.265, F 6 =2.038, F 7 =207.201, F 8 =1.070 , F 9 =12.120, F 10 =10.189, F 11 =9.394, F 12 =4.919, F 13 =0.703, F 14 =14.992, F 15 =91.422, K=-243.326.

當使用者於外展力矩公式、內收力矩及平均力矩的公式中代入上述之數值後,即可計算出外展力矩A=-119.306(Nmm)、內收力矩C=277.205(Nmm)及平均力矩E=299.421(Nmm),其使用者便可將得到之外展力矩、內收力矩及平均力矩的數值與內建資料庫之預設值做比較、分析,以了解使用者的外展力矩、內收力矩及平均力矩的數值是否符合預設值,進而了解使用者移動時的姿勢是否正確;至於內建資料庫係可為長期下來多數人利用習知動作分析系 統及測力板所建立之外展力矩、內收力矩及平均力矩資料庫,但於實際應用時,亦可為長期下來多數人藉由穿戴裝置1所建立之外展力矩、內收力矩及平均力矩資料庫。 When the user substitutes the above values in the formula of the abduction moment formula, the adduction torque and the average moment, the abduction torque A=-119.306 (Nmm), the adduction torque C=277.205 (Nmm) and the average moment can be calculated. E=299.421 (Nmm), the user can compare and analyze the values of the abduction torque, the adduction torque and the average torque with the preset values of the built-in database to understand the user's abduction torque, Whether the value of the adduction torque and the average torque meets the preset value, so as to understand whether the user's posture is correct when moving; as for the built-in database, the majority of people can use the conventional motion analysis system for a long time. The database of the external display torque, the adduction torque and the average torque is established by the system and the force plate. However, in actual application, the extension torque and the internal torque can be established by the wearer 1 for a long time. Average torque database.

另外,若使用者長期穿著穿戴裝置1,便會得到多組外展力矩、內收力矩及平均力矩的數值,即可長期監測使用者移動時有無不良姿勢的產生,藉此防止因長期姿勢不良而對膝關節造成之傷害。 In addition, if the user wears the wearable device 1 for a long period of time, a plurality of sets of values of the abduction torque, the adduction torque, and the average torque are obtained, so that the user can detect the presence or absence of a bad posture during the long-term movement, thereby preventing the long-term posture from being bad. And the damage caused to the knee joint.

本發明為具有下列之優點: The present invention has the following advantages:

(一)該穿戴裝置1為穿戴至小腿2之預設穿戴位置21處,即不需使用另外的空間場所,其相較於習知儀器便不會受到場域上的使用限制,以供使用者方便攜帶、使用,且由於使用上不會受到場域上的限制,便可隨時、隨地對使用者進行量測作業,進而監測、監控使用者移動時有無不良姿勢產生,藉此防止因姿勢不良而對膝關節造成傷害之效果。 (1) The wearing device 1 is worn at the preset wearing position 21 of the lower leg 2, that is, without using another space place, it is not restricted by the use on the field compared to the conventional instrument for use. It is convenient to carry and use, and because it is not restricted by the field, the user can be measured at any time and any place, thereby monitoring and monitoring whether the user moves with or without a bad posture, thereby preventing the posture. Poor and harmful to the knee joint.

(二)再者,該穿戴裝置1整體結構簡單且內部之電子元件少,所以相較於習知儀器具有製造成本低廉之優勢,進而提高產品競爭力。 (2) Furthermore, the wearable device 1 has a simple overall structure and few internal electronic components, so that it has the advantage of low manufacturing cost compared with the conventional instrument, thereby improving product competitiveness.

是以,以上所述僅為本發明之較佳實施例而已,非因此侷限本發明之專利範圍,本發明膝關節力矩計算方法,係先將穿戴裝置1之穿戴物11穿戴於使用者小腿2之預設穿戴位置21上,並將穿戴物11上所裝設之運動感測器12對正於預設穿戴位置21處,且將運動感測器12連線至電子裝置,當使用者開始移動,即可利用運動感測器12來偵測小腿2位移的加速度及角速度,並藉由電子裝置計算出加速度及角速度 分別於三軸向中的數據值及位移資料,再利用著地期及擺盪期的辨別方式來對位移資料進行判斷,以取得著地期的時間點,便可取出位於著地期時間點內的加速度及角速度之數據值,再將數據值代入於膝關節外展、內收及平均力矩公式中,以得到膝關節之外展、內收及平均力矩,其因穿戴裝置1為穿戴於小腿2上,即可獲得外展、內收及平均力矩,便不受到場域的限制,且可隨時對使用者進行監控,進而防止因姿勢不良而對膝關節造成之傷害,故舉凡可達成前述效果之實施方式、操作步驟等皆應受本發明所涵蓋,此種簡易修飾及等效實施內容變化,均應同理包含於本發明之專利範圍內,合予陳明。 Therefore, the above description is only a preferred embodiment of the present invention, and is not intended to limit the scope of the present invention. The method for calculating the knee joint torque of the present invention first wears the wearing article 11 of the wearing device 1 on the user's lower leg 2 The preset wearing position 21, and the motion sensor 12 mounted on the wearing object 11 is aligned with the preset wearing position 21, and the motion sensor 12 is connected to the electronic device when the user starts Moving, the motion sensor 12 can be used to detect the acceleration and angular velocity of the calf 2 displacement, and the acceleration and angular velocity are calculated by the electronic device. The data values and displacement data in the three axial directions are respectively used to determine the displacement data by using the discrimination method of the ground period and the swing period, so as to obtain the time point of the land period, the time point at the landing time can be taken out. The data value of the acceleration and angular velocity, and then the data value is substituted into the knee abduction, adduction and average torque formula to obtain the knee joint outreach, adduction and average torque, because the wearing device 1 is worn on the lower leg 2, you can get the abduction, adduction and average torque, so you can not be restricted by the field, and you can monitor the user at any time, so as to prevent the knee joint caused by poor posture, so the above can be achieved The implementations, the operation steps and the like of the effects are all covered by the present invention, and such simple modifications and variations of the equivalent implementation contents are all included in the scope of the patent of the present invention and are combined with Chen Ming.

綜上所述,本發明上述膝關節力矩計算方法於實際應用、實施時,為確實能達到其功效及目的,故本發明誠為一實用性優異之研發,為符合發明專利之申請要件,爰依法提出申請,盼 審委早日賜准本案,以保障發明人之辛苦研發、創設,倘若 鈞局審委有任何稽疑,請不吝來函指示,發明人定當竭力配合,實感德便。 In summary, the method for calculating the knee joint torque of the present invention can achieve its efficacy and purpose in practical application and implementation. Therefore, the present invention is an excellent research and development, and is an application for conforming to the invention patent. Applying according to law, I hope that the trial committee will grant this case as soon as possible to protect the inventor's hard work in research and development, and if there is any doubt in the audit committee, please do not hesitate to give instructions, the inventor will try his best to cooperate, and feel really good.

Claims (5)

一種膝關節力矩計算方法,其步驟為:(A01)先將穿戴裝置之穿戴物穿戴於使用者小腿之脛骨粗隆上,並將裝設於穿戴物上之運動感測器對正於小腿之脛骨粗隆處,且將運動感測器連線至具運算功能之電子裝置;(A02)使用者開始移動,並利用運動感測器來偵測小腿位移的加速度及角速度,且藉由電子裝置運算出加速度及角速度分別於三軸向中的數據值,以及取得包含加速度對時間曲線圖或角速度對時間曲線圖之位移資料;(A03)再利用著地期及擺盪期的辨別方式來對位移資料進行判斷,以取得著地期的時間點;(A04)取得著地期的時間點後,再配合步驟(A02)的數據值,取出位於著地期時間點內各軸向中的加速度及角速度之最大值、最小值、平均值或積分值;(A05)再分別於膝關節外展力矩、內收力矩及平均力矩公式中代入所需的加速度及角速度數據值之最大值、最小值、平均值或積分值,以獲得膝關節之外展力矩、內收力矩及平均力矩的數值,而外展力矩公式:A=-a1.B1-a2.B2+a3.B3-a4.B4+a5.B5+a6.B6-a7.B7+a8.B8+a9.B9-a10.B10+K,該a1為介於5.0~4.4之間,a2為介於1.0~0.4之間,a3為介於6.0~4.6之間,a4為介於17.0~ 16.8之間,a5為介於26.0~24.3之間,a6為介於5.0~4.1之間,a7為介於7.0~6.0之間,a8為介於40.0~38.8之間,a9為介於12.0~11.5之間,a10為介於4.0~3.2之間,則B1=角速度Z軸平均值,B2=角速度Z軸最小值,B3=加速度Z軸最小值,B4=角速度X軸積分值,B5=加速度X軸平均值,B6=角速度Y軸積分值,B7=角速度Z軸積分值,B8=加速度Y軸積分值,B9=角速度X軸平均值,B10=角速度Y軸平均值,K為自然數常數;且內收力矩公式:C=-c1.D1-c2.D2+c1.D3-c4.D4-c5.D5+c6.D6-c7.D7-c8.D8+c9.D9+c10.D10-c11.D11+c12.D12-c13.D13+K,且c1為介於30.0~29.0之間,c2為介於1.0~0.6之間,c3為介於29.0~27.5之間,c4為介於3.0~1.0之間,c5為介於115.0~113.0之間,c6為介於447.0~445.3之間,c7為介於52.0~51.0之間,c8為介於17.0~15.7之間,c9為介於47.0~45.3之間,c10為介於39.0~38.7之間,c11為介於502.0~501.6之間,c12為介於16.0~15.6之間,c13為介於4.0~3.2之間,則D1=角速度Z軸平均值,D2=角速度X軸最小 值,D3=加速度Z軸最小值,D4=角速度Z軸最小值,D5=加速度Z軸積分值,D6=加速度Y軸平均值,D7=加速度Z軸最大值,D8=角速度X軸積分值,D9=加速度X軸平均值,D10=角速度Z軸積分值,D11=加速度Y軸積分值,D12=角速度X軸平均值,D13=角速度Y軸平均值,K為自然數常數;至於平均力矩公式:E=-e1.F1+e2.F2-e3.F3+e4.F4-e5.F5-e6.F6+e7.F7+e8.F8+e9.F9-e10.F10+e11.F11+e12.F12-e13.F13+e14.F14-e15.F15+K,而e1為介於21.0~19.0之間,e2為介於7.0~5.0之間,e3為介於1.0~0.02之間,e4為介於18.0~17.7之間,e5為介於2.0~0.4之間,e6為介於62.0~60.5之間,e7為介於1.0~0.006之間,e8為介於218.0~216.4之間,e9為介於24.0~23.0之間,e10為介於11.0~10.1之間,e11為介於51.0~49.2之間,e12為介於28.0~27.9之間,e13為介於243.0~242.2之間,e14為介於11.0~10.6之間,e15為介於3.0~2.5之間,則F1=角速度Z軸平均值,F2=加速度Y軸最小值,F3=角速度X軸最小值,F4=加速度Z軸最小值,F5=角速度Z軸最小值,F6=加速度Z軸 積分值,F7=角速度Y軸最大值,F8=加速度Y軸平均值,F9=加速度Z軸最大值,F10=角速度X軸積分值,F11=加速度X軸平均值,F12=角速度Z軸積分值,F13=加速度Y軸積分值,F14=角速度X軸平均值,F15=角速度Y軸平均值,K為自然數常數。 A method for calculating a knee joint moment, the steps of which are: (A01) first wearing the wearing device of the wearing device on the tibial trochanter of the user's calf, and aligning the motion sensor mounted on the wearing object with the calf The humerus is thickened, and the motion sensor is connected to the electronic device with arithmetic function; (A02) the user starts to move, and the motion sensor is used to detect the acceleration and angular velocity of the calf displacement, and by the electronic device Calculate the data values of the acceleration and angular velocity in the three axial directions respectively, and obtain the displacement data including the acceleration versus time graph or the angular velocity versus time graph; (A03) reuse the ground period and the swing period to distinguish the displacement The data is judged to obtain the time point of the land period; (A04) after obtaining the time point of the land period, and in conjunction with the data value of the step (A02), the acceleration in each axial direction at the time point of the landing period is taken out and The maximum, minimum, mean or integral value of the angular velocity; (A05) and the maximum value of the acceleration and angular velocity data required for substituting the knee abduction torque, the adduction torque and the average torque formula respectively Minimum value, average value or integrated value, to obtain a development beyond the knee moment, and the average torque value adduction moment, the outer abduction moment formula: A = -a 1. B 1 -a 2 . B 2 +a 3 . B 3 -a 4 . B 4 +a 5 . B 5 +a 6 . B 6 -a 7 . B 7 +a 8 . B 8 +a 9 . B 9 -a 10 . B 10 +K, the a 1 is between 5.0 and 4.4, the a 2 is between 1.0 and 0.4, the a 3 is between 6.0 and 4.6, and the a 4 is between 17.0 and 16.8. a 5 is between 26.0 and 24.3, a 6 is between 5.0 and 4.1, a 7 is between 7.0 and 6.0, a 8 is between 40.0 and 38.8, and a 9 is between 12.0. Between ~11.5, a 10 is between 4.0 and 3.2, then B 1 = angular velocity Z-axis average, B 2 = angular velocity Z-axis minimum, B 3 = acceleration Z-axis minimum, B 4 = angular velocity X-axis Integral value, B 5 = acceleration X-axis average value, B 6 = angular velocity Y-axis integral value, B 7 = angular velocity Z-axis integral value, B 8 = acceleration Y-axis integral value, B 9 = angular velocity X-axis average value, B 10 = angular velocity Y-axis average, K is a natural number constant; and the adduction torque formula: C=-c 1 . D 1 -c 2 . D 2 +c 1 . D 3 -c 4 . D 4 -c 5 . D 5 +c 6 . D 6 -c 7 . D 7 -c 8 . D 8 +c 9 . D 9 +c 10 . D 10 -c 11 . D 11 +c 12 . D 12 -c 13 . D 13 +K, and c 1 is between 30.0 and 29.0, c 2 is between 1.0 and 0.6, c 3 is between 29.0 and 27.5, and c 4 is between 3.0 and 1.0. c 5 is between 115.0 and 113.0, c 6 is between 447.0 and 445.3, c 7 is between 52.0 and 51.0, c 8 is between 17.0 and 15.7, and c 9 is between 47.0. Between ~45.3, c 10 is between 39.0 and 38.7, c 11 is between 502.0 and 501.6, c 12 is between 16.0 and 15.6, and c 13 is between 4.0 and 3.2. D 1 = angular velocity Z-axis average, D 2 = angular velocity X-axis minimum, D 3 = acceleration Z-axis minimum, D 4 = angular velocity Z-axis minimum, D 5 = acceleration Z-axis integral, D 6 = acceleration Y Axis average, D 7 = acceleration Z axis maximum, D 8 = angular velocity X axis integral value, D 9 = acceleration X axis average value, D 10 = angular velocity Z axis integral value, D 11 = acceleration Y axis integral value, D 12 = angular velocity X-axis average, D 13 = angular velocity Y-axis average, K is a natural number constant; as for the average moment formula: E = -e 1 . F 1 +e 2 . F 2 -e 3 . F 3 +e 4 . F 4 -e 5 . F 5 -e 6 . F 6 +e 7 . F 7 +e 8 . F 8 +e 9 . F 9 -e 10 . F 10 +e 11 . F 11 +e 12 . F 12 -e 13 . F 13 +e 14 . F 14 -e 15 . F 15 +K, and e 1 is between 21.0 and 19.0, e 2 is between 7.0 and 5.0, e 3 is between 1.0 and 0.02, and e 4 is between 18.0 and 17.7. e 5 is between 2.0 and 0.4, e 6 is between 62.0 and 60.5, e 7 is between 1.0 and 0.006, e 8 is between 218.0 and 216.4, and e 9 is between 24.0. Between ~23.0, e 10 is between 11.0 and 10.1, e 11 is between 51.0 and 49.2, e 12 is between 28.0 and 27.9, and e 13 is between 243.0 and 242.2. 14 is between 11.0 and 10.6, e 15 is between 3.0 and 2.5, then F 1 = angular velocity Z-axis average, F 2 = acceleration Y-axis minimum, F 3 = angular velocity X-axis minimum, F 4 = acceleration Z-axis minimum, F 5 = angular velocity Z-axis minimum, F 6 = acceleration Z-axis integral, F 7 = angular velocity Y-axis maximum, F 8 = acceleration Y-axis average, F 9 = acceleration Z-axis Maximum value, F 10 = angular velocity X-axis integral value, F 11 = acceleration X-axis average value, F 12 = angular velocity Z-axis integral value, F 13 = acceleration Y-axis integral value, F 14 = angular velocity X-axis average value, F 15 = angular velocity Y-axis average, K is a natural number constant. 如申請專利範圍第1項所述膝關節力矩計算方法,其中該步驟(A01)中之穿戴物為護膝、運動長褲、長褲或綁帶。 The knee joint torque calculation method according to claim 1, wherein the wearable item in the step (A01) is a knee protector, a sports trousers, a trousers or a strap. 如申請專利範圍第1項所述膝關節力矩計算方法,其中該步驟(A01)中之運動感測器為IMU感測器。 The knee joint torque calculation method according to claim 1, wherein the motion sensor in the step (A01) is an IMU sensor. 如申請專利範圍第1項所述膝關節力矩計算方法,其中該步驟(A01)中之電子裝置為桌上型電腦、智慧型手機、平板電腦或筆記型電腦。 The method for calculating a knee joint torque according to claim 1, wherein the electronic device in the step (A01) is a desktop computer, a smart phone, a tablet computer or a notebook computer. 如申請專利範圍第1項所述膝關節力矩計算方法,其中該步驟(A03)中之著地期及擺盪期的辦別方式為Gouwanda及Senanayake之辦別方式。 For example, the method for calculating the knee joint moment according to the first application of the patent scope, wherein the method of the landing period and the swing period in the step (A03) is the way of Gouwanda and Senanayake.
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Publication number Priority date Publication date Assignee Title
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CN103190912A (en) * 2012-01-09 2013-07-10 上海理工大学 Knee joint movement parameter testing device

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