Gyroscope (rotation rate) with BIP Raw Sensors 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 Get raw data from the gyroscope. http://phyphox.org/wiki/index.php?title=Sensor:_Gyroscope http://phyphox.org/sensors/ Gyroskop (Drehrate) Sensoren Rohdaten des Gyroskops auslesen. Einfach Betrag http://phyphox.org/de/unterstutzte-sensoren/ Gyroskop x Gyroskop y Gyroskop z Gyroskop Gyroskop Senzory Zobrazí neupravená data z gyroskopu. Graf Celkové Stručně Gyroskop x Gyroskop y Gyroskop z Żyroskop (szybkość obrotów) Surowe dane Uzyskaj surowe dane z czujnika żyroskopowego. Wykres Całkowite Próbka Żyroskop - składowa x Żyroskop - składowa y Żyroskop - składowa z Wiele Żyroskop Gyroscoop (rotatiefrequentie) Onbewerkte sensoren Verkrijg de onbewerkte data van de gyroscoop. Grafiek Gyroscoop x Gyroscoop y Gyroscoop z Absoluut Eenvoudig Gyroscoop Гироскоп (частота вращения) Исходные датчики Получите исходные данные с гироскопа. График Гироскоп x Гироскоп y Гироскоп z Абсолютная величина Значение Много Гироскоп Giroscopio (freq. di rotazione) Sensori Misura le velocità angolari dal giroscopio. Grafico Giroscopio x Giroscopio y Giroscopio z Modulo Valori Giroscopio Γυροσκόπιο (ρυθμός περιστροφής) Δεδομένα Αισθητήρων Πάρτε τις καταγραφές του γυροσκοπίου. Γράφημα Γυροσκόπιο x Γυροσκόπιο y Γυροσκόπιο z Μέτρο Απλό Πολλαπλό Γυροσκόπιο ジャイロスコープ (回転速度) センサー出力 ジャイロスコープからの時系列データの取得. グラフ ジャイロスコープ x ジャイロスコープ y ジャイロスコープ z 絶対値 全方向 ジャイロスコープ シンプル Giroscópio (taxa de rotação) Sensores Obtenha os dados puros do giroscópio. Gráfico Giroscópio x Giroscópio y Giroscópio z Absoluto Giroscópio Simples Jiroskop (dönme oranı) Ham Sensörler Jiroskoptan ham veri alın. Grafik Jiroskop x Jiroskop y Jiroskop z Mutlak Çoklu Jiroskop Basit 陀螺儀 原始感測器 由陀螺儀得原始數據。 圖表 x方向陀螺儀 y方向陀螺儀 z方向陀螺儀 絕對值 簡易 Gyroscope (vitesse angulaire) Capteurs Données brutes du gyroscope. Graphe Gyroscope axe x Gyroscope axe y Gyroscope axe z Norme Composantes Con quay hồi chuyển (tốc độ quay) Cảm biến thô Lấy dữ liệu thô từ con quay hồi chuyển. Đồ thị Con quay hồi chuyển x Con quay hồi chuyển y Con quay hồi chuyển z Tổng hợp Nhiều Con quay hồi chuyển Đơn giản 陀螺仪(转动速率) 原始传感器 从陀螺仪获得原始数据。 图表 x方向陀螺仪 y方向陀螺仪 z方向陀螺仪 绝对值 多方向 陀螺仪 简明值 Žiroskop (stopa rotacije) Senzori Preuzmite neobrađene podatke iz žiroskopa. Grafik Žiroskop x Žiroskop y Žiroskop z Apsolutna vrednost Višestruko Žiroskop Jednostavno Žiroskop (stopa rotacije) Senzori Preuzmite neobrađene podatke iz žiroskopa. Grafik Žiroskop x Žiroskop y Žiroskop z Apsolutna vrednost Višestruko Žiroskop Jednostavno Giroscopio (velocidad de rotación) Sensores Obtenga datos sin procesar del giroscopio. Gráfico Giroscopio x Giroscopio y Giroscopio z Absoluto Giroscopio გიროსკოპი (ბრუნვის სიხშირე) დაუმუშავებელი სენსორები მიიღე დაუმუშავებელი მონაცემები გიროსკოპიდან. გრაფიკი გიროსკოპი x გიროსკოპი y გიროსკოპი z აბსოლუტი მულტი გიროსკოპი მარტივი जाइरोस्कोप (रोटेशन दर) रॉ सेंसर जाइरोस्कोप से कच्चा डेटा प्राप्त करें। ग्राफ जायरोस्कोप x जायरोस्कोप y जायरोस्कोप z निरपेक्ष बहु जाइरोस्कोप साधारण (सामान्य) gyrX gyrY gyrZ gyr gyr_time a f t bipSignal startBeeping timeStartBeeping durationOfBeeping timeOfExperiment timeOfBipping threshold maxValue gyrXNew gyrXNew gyrY gyrZ gyr_time gyr gyr_time gyrX maxValue threshold gyr_time gyrX gyr_time gyrY gyr_time gyrZ gyr_time gyr gyr gyr_time gyrX gyr_time gyrY gyr_time gyrZ gyr_time gyr gyrX gyrY gyrZ gyr gyrX gyrY gyrZ gyr timeOfExperiment 0 startBeeping gyrX gyrXNew gyrX gyrXNew gyrXNew gyrXNew maxValue maxValue threshold 1 startBeeping 1 1 gyrXNew startBeeping 1 timeOfExperiment timeStartBeeping timeOfExperiment timeStartBeeping timeOfBipping timeOfBipping durationOfBeeping 1 0 a gyr_time gyrX gyrY gyrZ gyr