播陀 的英文怎麼說

中文拼音 [bōtuó]
播陀 英文
also tr. as foot and stop
  • 播 : 播名詞（姓氏） a surname
  • 陀 : 名詞[書面語]1. （山岡） low hill; hillock2. （團狀物） lump
  1. Nimbarka, a telugu brahman of the 12th or 13th century, spread the cult of the divine cowherd and his favourite gopi ( cowherdess, especially associated with the legends of krishna ' s youth ), radha

    寧巴爾卡，一位十二或十三世紀的泰盧固婆羅門，傳播神聖的牧牛者和他喜愛的牧牛姑娘羅陀（特別地與克里希那年輕時的故事連在一起）的祭禮。
  2. The paper makes comparison among the octagonal stupa of gandhara, stone pagoda of the northern liang and grottoes in qingyang of gansu province, restores the octagonal stupa in loulan and deduces the spreading routes of octagonal stupa from gandhara to china

    本文主要運用考古學方法，通過犍陀羅八面體佛塔與北涼石塔、甘肅慶陽石窟的比較研究，對樓蘭八面體佛塔進行了復原，歸納出八面體佛塔從犍陀羅到中國的傳播路線。
  3. At the beginning of every cycle of creation, god himself " remembers " the order of the vedic words and propagates them through the rishis

    在每個創世周期的開始之際，神自己「記起」吠陀梵語詞語的順序，通過聖哲去傳播它們。
  4. Most researchers believe that rig veda was written around 1500 b. c., but many indologisits agree that the scripture could possibly have been composed earlier than that, and passed on orally

    大多數的研究者認為《梨俱吠陀》大約在公元前1500年左右成書，但很多印度學者認為文獻可能在更早的時候就已經編寫好，通過口頭來傳播。
  5. The system error is mainly determined by sensor error and initial alignment error by analyzing the error transfer characteristic of the sins system. after compensating the sensor error, the precision of the whole system almost remains the initial alignment process. it should include of gyroscope and speedmeter to compensate the error

    通過對sins系統的誤差傳播特性分析可以發現，系統的誤差主要由傳感器誤差和初始對準誤差決定，在對傳感器誤差進行補償之後，整個系統的精度幾乎就保持在初始對準的精度上；另外，在初始對準過程中還包含陀螺和加速度計的測漂和定標工作，以便進行誤差補償。
  6. On the basis of deep research of its working principal, basic algorithm and error spread character, the gyro constant drift, acceleration zero error and constant initiation error of static pedestal strapdown inertial navigation system are quantitatively analyzed. furthermore with the medium precision inertial navigation device as the simulation object, we made some mathematical simulation

    詳細研究了捷聯式慣性導航系統的工作原理、基本演算法和誤差傳播特性；對靜基座條件下捷聯慣導系統中陀螺常值漂移、加速度計常值零位誤差和常值初始條件誤差引起的系統誤差進行了定量分析；以中等精度的慣性器件構成捷聯慣導系統作為模擬對象，進行了數字模擬。
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