0
  1. Trang chủ >
  2. Giáo án - Bài giảng >
  3. Vật lý >

DAO ĐỘNG CƠ HAY VÀ KHÓ

dao dong co hoc va dao dong dien tu

dao dong co hoc va dao dong dien tu

... 10m/s2.phương trình dao đông của vật là:A.16cos( )( )s t cmπ=B. 16cos(2 )( )s t cmπ=C. 8cos( )( )s t cmπ=D. 8cos(2 )( )s t cmπ=66. Vật nặng của một con lắc lò xo có khối lượng ... diễn dao động điều hòa của một vật Phương trình nào dưới đây diễn tả đúng dao động của vậtA.5cos(0,25 )( )x t cmπ π= +B. 5cos(2 )( )x t cmπ π= +C. 2,5cos( )( )x t cmπ=D. 2,5cos(2 ... gian t∆ ấy,nó thực hiện 83. dao động tu n toàn phần.Chiều dài ban đầu của con lắc làA.144cm B.80cm C.60cm D.100cm 84. Một dao động điều hòa có phương trình cos( )x A tω ϕ= + .Gọi v và...
  • 18
  • 629
  • 2
Hướng dẫn giải 50 câu DAO ĐỘNG CƠ hay và khó P1.

Hướng dẫn giải 50 câu DAO ĐỘNG hay khó P1.

... 2. DAO ĐỘNG CƠ Câu1 . Đáp án C Ta có: 312 os sin 2 cos2 2 6x a c t t a t      6 Câu2 . ... 80 2 0,8 2cm s m s Câu1 4. Đáp án D Thay A = 4 cm, x = 2 cm v = 1 2222vxA  Hzfsrad 6,42/3 50  Câu1 5. Đáp án A Ta có: ... mNkko/ 150 252 Câu3 1. Đáp án B Ta có:   01 0 011010 0 0222 0 2180 /90 /kl k lk N mkllk k llk N mk l l   Câu3 2. Đáp án...
  • 11
  • 1,338
  • 21
Hướng dẫn giải 50 câu DAO ĐỘNG CƠ hay và khó P2

Hướng dẫn giải 50 câu DAO ĐỘNG hay khó P2

... 4.10.0,05 50 /0,2mk N mT   Câu7 . Đáp án B Ta có: 2222 2 221 1 2 222mW m mTT        0,445 0,080,04 42 3,14 2.0,5TWm cmm      Câu8 . ... s. Câu4 7. Đáp án D Theo bài:  4 2 8f Hz f rad s     . Ta có:    22max2W11W 0,06 62ddm m cmm      . cm. Câu4 8. ... Câu4 8. Đáp án C Ta có:  0,22 2 10200 50 mTsk   10 225tT    s = 8A = 8.4 = 32 (cm). Câu4 9. Đáp án D Ta có: 53 2 6T T TT  ...
  • 11
  • 915
  • 14
50 câu DAO ĐỘNG CƠ hay và khó P1

50 câu DAO ĐỘNG hay khó P1

... 2. DAO ĐỘNG CƠ Câu1 . Một vật dao động điều hòa trên trục Ox có phương trình: 3 os sinx a c t a tω ω= +Biên độ pha ban đầu của dao động lần lượt là:A. a 0 B. 3a 2πC. 2a ... a Câu2 . Một vật dao động điều hòa trên trục Ox có phương trình: 4 48 cos 8 sin 6x a t a t aω ω= + −Biên độ tần số của dao động là:A. 8a ω B. 6a ωC. 4a 2ω D. 2a ... chiều dài l1 l2 với 2l1 = 3l2. Độ cứng k1 k2 của hai lò xo l1 l2 lần lượt làA. 74N/m 66N/m B. 47N/m 88N/mC. 100 N/m 150N/m D. 127N/m 73N/m. Câu3 1. Một lò...
  • 8
  • 1,214
  • 39
250 bài dao động cơ hay và khó

250 bài dao động hay khó

... nhau dao đng điu hoà. Biên đ chu kì dao đng ca con lc lò xo là A. 4 cm 0,28 s. B. 4 cm 0,628 s. C. 2 cm 0,314 s. D. 4 cm 0,560 s. Câu 109. Mt con lc lò xo dao đng ... là dao đng t do. Câu 209.  dao đng cng bc A. tn s dao đng bng tn s ngoi lc biên đ đ dao đng bng biên đ ngoi lc. B. tn s dao đng bng tn s ngoi lc biên đ dao ... s dao đng ln lt là 12 8. Chiu dài l1 l2 tng ng là: A. 60cm 90cm. B. 24cm 54cm. C. 90cm 60cm. D. 54cm 24cm Câu 185. Mt con lc đn có chiu dài dây treo 1 dao...
  • 25
  • 1,025
  • 6
50 cau dao dong co hay va kho  p2

50 cau dao dong co hay va kho p2

... Hz. D. 1 Hz.Câu6. Một con lắc lò xo có khối lượng vật nhỏ là 50 g. Con lắc dao động điều hòa theo một trục cố định nằmngang với phương trình x = Acosωt. Cứ sau những kho ng thời gian 0,05 s ... của con lắc có độ cứng bằngA. 50 N/m. B. 100 N/m. C. 25 N/m. D. 200 N/m.Câu7. Con lắc lò xo đặt nằm ngang, vật nặng có khối lượng 500 g, dao động điều hòa với chu kì T = 0,445s.Cơ năng của con ... độ dao động của con lắc là:A. 3,0 cm B. 4,0 cm C. 5,0 cm D. 6,0 cm.Câu8. Vật nặng 500 g dao động điều hòa trên quỹ đạo thẳng dài 20cm. Trong kho ng thời gian 3 phút vật thựchiện được 540 dao...
  • 7
  • 1,649
  • 39
bài tập dao động cơ hay và hướng dẫn cách giải

bài tập dao động hay hướng dẫn cách giải

... SỐ CÁC LOẠI DAO ĐỘNG1. Dao động tự do- Là dao động mà chu kỳ dao động của vật chỉ phụ thuộc vào các đặc tính của hệ. 2. Dao động tắt dầna. Khái niệm: Dao động tắt dần là dao động có biên ... làm thay đổi chu kì dao động riêng của nó, khi đó vật dao động mải mải với chu kì bằng chu kì dao động riêng của nó, dao động này gọi là dao động duy trì. Ngoại lực tác dụng lên vật dao động ... trình dao động của con lắc là . + Dạng 4 : Năng lượng dao động của con lắc đơn Chú ý khi làm bài tập : - Tính toán năng lượng dao động khi góc lệch lớn (Dao động của con lắc khi này là dao động...
  • 30
  • 992
  • 1
BÀI TẬP DAO ĐỘNG CƠ HAY VÀ KHÓ

BÀI TẬP DAO ĐỘNG HAY KHÓ

... thời 2 dao động. Dao động thứ 1 có biên độ A1=6. Khi dao động thứ 2 có li độ bằng độ lớn biên độ dao động thứ 1 là A1 thì li độ tổng hợp là 9. Dao động thứ 1 luôn vuông pha với dao động tổng ... 3kg dao động với biên độ T=2s biên độ góc lúc bắt đầu dao động là 40. Do chịu tác dụng của lực cản nên con lắc dao động tắt dần chỉ sau 16 phút 50 giây thì ngừng dao động. Xem dao động ... Bài 24. Dùng các chớp sáng tuần hoàn chu kỳ 2s để chiếu sáng 1 con lắc đơn đang dao động. Ta thấy con lắc dao động biểu kiến với chu kỳ 30 phút với chiều dao động biểu kiến cùng chiều dao động...
  • 12
  • 1,639
  • 37
BÀI TẬP DAO ĐỘNG CƠ HAY VÀ KHÓ (TIẾP)

BÀI TẬP DAO ĐỘNG HAY KHÓ (TIẾP)

... chuyển động nhanh dần đều đi lên với gia tốc 2,5 m/s2. Con lắc sẽ tiếp tục dao động điều hòa trong thang máy với năng lượng dao động bằng bao nhiêu ? Bài 52. Một con lắc lò xo dao động trên ... tác dụng. Biết con lắc đơn chỉ dao động trong 50 s rồi ngừng hẳn. Xác định độ hụt năng trung bình trong một chu kì dao động. Bài 63. Cho hai chất điểm dao động điều hòa x1=Acos(ωt+φ), ... đi được quãng đường là ? A. 10cm B. 9cm C. 8cm D. 2cm BÀI TẬP DAO ĐỘNG CƠ Bài 1. Một con lắc lò xo gồm vật nhỏ khối lượng 0,02kg lò xo có độ cứng 1Nm. Vật nhỏ được đặt trên giá đỡ cố...
  • 10
  • 1,296
  • 1
DAO ĐỘNG CƠ HAY VÀ KHÓ

DAO ĐỘNG HAY KHÓ

... lượt là A1 A2 biết A1 =2A2, khi dao động 1 có động năng Wđ1 = 0,56J thì dao động 2 có thế năng Wt2 = 0,08 J. Hỏi khi dao động 1 có động năng W’đ1 = 0,08J thì dao động 2 có thế ... động điều hoà với năng W = 2mJ giatốc cực đại aMax = 80cm/s2. Biên độ tần số góc của dao động là:A. 0,005cm 40prad/s B. 5cm 4rad/sC. 10cm 2rad/s D. 4cm 5rad/s004: Thời ... 0,22J D. 0,48J45: Vật dao động điều hoà với tần số 2,5 Hz. Khi vật có li độ 1,2 cm thì động năng củanó chiếm 96% năng toàn phần của dao động. Tốc độ trung bình của vật dao động trong một chu...
  • 9
  • 534
  • 4
Tổng hợp 600 bài tập dao động cơ hay và khó

Tổng hợp 600 bài tập dao động hay khó

... src="data:image/png;base64,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 ... src="data:image/png;base64,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 ... src="data:image/png;base64,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...
  • 485
  • 826
  • 0
Tuyển chọn 1000 câu Dao động cơ hay và khó Luyện thi đại học

Tuyển chọn 1000 câu Dao động hay khó Luyện thi đại học

... Khixảyracộnghưởngthìtầnsốcủa dao động cưỡngbứcbằngtầnsốriêngcủahệcònbiênđộcủa dao động cưỡngbứckhôngphụthuộcvàomasátcủamôitrường. C. Trong dao động cưỡngbứcthìtầnsố dao động cưỡngbứcbằngtầnsố dao động riêngcủahệ dao động.  D. Trong dao động cưỡngbứcthìtầnsố dao động bằngtầnsốcủangoạilực,cóbiênđộthìkhôngchỉphụthuộcvàobiênđộcủalựccưỡngbứcmàcònphụthuộccảvàođộchênhlệchgiữatầnsốcủalựccưỡngbức tầnsốriêngcủahệ dao động.Câu ... tầnsốthayđổi phụthuộcvàoquanhệgiữatầnsốcủangoạilực tầnsốcủa dao động riêng. C. tầnsốkhôngđổi,làtầnsốcủa dao động riêng. D. biênđộthayđổi. Câu 37: Chọn đápánsai:khiconlắcđơn dao động điềuhòathì: A. Vậntốc giatốcbiến thi nđiềuhoàtheothờigianvớichukỳT=2 ... Với dao động nhỏthì dao động củaconlắclà dao động điềuhòa Câu 170: (CĐ 2009):Khinóivềnănglượngcủamộtvật dao động điềuhòa,phátbiểunàosauđâylàđúng? A. Cứmỗichukì dao động củavật,cóbốnthờiđiểmthếnăngbằng động năng....
  • 99
  • 1,656
  • 1
Tổng hợp dao động cơ hay và khó

Tổng hợp dao động hay khó

... m=3kg dao động với biên độ T=2s biên độ góc lúc bắt đầu dao động là 4o. Do chịu tác dụng của lực cản nên con lắc dao động tắt dần chỉ sau 16 phút 50 giây thì ngừng dao động. Xem dao động ... thẳng đứng vào đầu của một lò xo tạo ra một dao động với biên độ 10 cm. Chu kỳ dao động là 1s. Hỏi nếu quả cầu trên được thay bằng một quả cầu khác với khối lượng bằng 400 g cho dao động với ... gắn vào nhau dao động điều hòa. Biên độ chu kì dao động của con lắc lò xo là A. 6 cm; 0,314 s. B. 6 cm; 0,628 s. C. 4 cm; 0,628 s. D. 4 cm; 0,314 s. Câu 27: Một con lắc lò xo dao động...
  • 14
  • 793
  • 0
DAO ĐỘNG cơ HAY và KHÓ

DAO ĐỘNG HAY KHÓ

... x2 là dao động tổng hợp của dao động thứ nhất dao động thứ hai; x23 = x2 + x3 là dao động tổng hợp của dao động thứ hai dao động thứ ba. Đồ thị biểu diễn sự phụ thuộc vào thời ... luận gì? A. M, N, P dao động cùng pha nhau B. M dao động cùng pha với N ngược pha với P C. N dao động cùng pha với P ngược pha với M D. M dao động cùng pha với P ngược pha với N ... sách giáo dục Lovebook.vn 1 TĂNG HẢI TUÂN DAO ĐỘNG CƠ, SÓNG CƠ HAY VÀ KHÓ Thân gửi các em!!! Anh gửi các em tài liệu buổi số 3 trong khóa học miễn phí Tổng ôn Lí do Nhà sách giáo dục...
  • 2
  • 641
  • 1

Xem thêm

Từ khóa: dao dong co hay va khonhung bai dao dong co hay va khobai toan dao dong co hay va khobai tap dao dong co hay va kho co loi giaitrac nghiem dao dong co hay va khonhung bai tap dao dong co hay va khobai tap dao dong co hay va kho50 câu dao động cơ hay và khó p1những bài vật lý 12 dao động cơ hay và khóbài tập dao động cơ hay và khócác bài lí dao động cơ hay và khó luyện thi đại họccác dạng bài tập về dao động cơ hay và khóbài tập giao thoa sóng cơ hay và khóbài tập hóa hữu cơ hay và khóbài tập hóa vô cơ hay và khóNghiên cứu sự hình thành lớp bảo vệ và khả năng chống ăn mòn của thép bền thời tiết trong điều kiện khí hậu nhiệt đới việt namNghiên cứu tổ chức pha chế, đánh giá chất lượng thuốc tiêm truyền trong điều kiện dã ngoạiNghiên cứu tổ hợp chất chỉ điểm sinh học vWF, VCAM 1, MCP 1, d dimer trong chẩn đoán và tiên lượng nhồi máu não cấpGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitPhát triển mạng lưới kinh doanh nước sạch tại công ty TNHH một thành viên kinh doanh nước sạch quảng ninhPhát triển du lịch bền vững trên cơ sở bảo vệ môi trường tự nhiên vịnh hạ longPhát hiện xâm nhập dựa trên thuật toán k meansNghiên cứu, xây dựng phần mềm smartscan và ứng dụng trong bảo vệ mạng máy tính chuyên dùngNghiên cứu về mô hình thống kê học sâu và ứng dụng trong nhận dạng chữ viết tay hạn chếNghiên cứu tổng hợp các oxit hỗn hợp kích thƣớc nanomet ce 0 75 zr0 25o2 , ce 0 5 zr0 5o2 và khảo sát hoạt tính quang xúc tác của chúngNghiên cứu khả năng đo năng lượng điện bằng hệ thu thập dữ liệu 16 kênh DEWE 5000Tìm hiểu công cụ đánh giá hệ thống đảm bảo an toàn hệ thống thông tinKiểm sát việc giải quyết tố giác, tin báo về tội phạm và kiến nghị khởi tố theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn tỉnh Bình Định (Luận văn thạc sĩ)BT Tieng anh 6 UNIT 2chuong 1 tong quan quan tri rui roGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtTrách nhiệm của người sử dụng lao động đối với lao động nữ theo pháp luật lao động Việt Nam từ thực tiễn các khu công nghiệp tại thành phố Hồ Chí Minh (Luận văn thạc sĩ)QUẢN LÝ VÀ TÁI CHẾ NHỰA Ở HOA KỲ