16 безкоштовних аудіофайлів для "Side Band"

This guitar solo played by guitarist of rock band "road side brake" from lithuania.

Performed by the United States Navy Band's Ceremonial Band. Featured on the 1990s album Music For Honors and Ceremonies.

Performed by the United States Navy Band's Ceremonial Band. Featured on the 1990s album Music For Honors and Ceremonies.

Performed by the United States Navy Band's Ceremonial Band. Featured on the 1990s album Music For Honors and Ceremonies.

Performed by the United States Navy Band's Ceremonial Band. Featured on the 1990s album Music For Honors and Ceremonies.

Performed by the United States Navy Band's Ceremonial Band. Featured on the 1990s album Music For Honors and Ceremonies.

An immersive trek in the lower east side, new york city. Includes traffic noise, horns, talking, sirens. Also a slow build up to the band 'abracadabra trip' that was jamming out on top of a bus on the street. Recorded october 2022. Also edited a little for loudness.

Sdr hardware with upconverter, recorded with gqrx sdr software. People talking on sideband,.

Static from the 760 khz mark of the am radio band, with spikes to the high side of the tone and very little bass.

A band of nepali musicians play on the side of a busy road. As the bus passes them the music fades and the music playing on the bus takes over.

Drone experimenti want sideband frequency 1 (s1) to be 110hzas fc (carrier) i use 164hzthen fm (modulator) must be 54hzcreated s2 will be 218hzslowly an lfo brings in the carrier frequency. This is mono. No fx. All analog. Listen to the electronics.

Amicus No.: 31386294, Performer Heading: Victor Military Band, Performer: Victor Military Band, Title: "O Canada" [sound recording] / [Calixa Lavallée], Composer Heading: Lavallée, Calixa, Generic Label: Victor, Transcribed Label: Victor, Numbers: Issue no.: 17999, Matrix no.: [16871], Take no.: 1, Side no.: B, Notes: Distributor: Victor Talking Machine Co., Camden, Manufacturer: Victor Talking Machine Co., New Jersey, Recorded: [9 Dec 1915], [Camden, NJ], Victor Talking Machine, Released: [ca 1916], Issue Type: primary label, Discographical reference: disc; Abrams, unpublished research, recording date, release date and matrix number, Physical Description: 1 sound disc : 78 rpm, monaural ; 10 inch, Genre: Anthems ; National anthems; Hymnes nationaux, Canada, Location: 0004 1376 1379

Ham radio amateurs. Weak signal with much statics. From july 26th 2017, 5. 15 pm utc, 14. 237 mhz usb 20m. Call signs;ok2bld czech republicf4eih franceoh2hi oh2fi finlandux3un ukraneoe1cga austiadl1bsh germany close to luxembourgsp3ms polandm0bec englanddl2r germany (saying he is in florida :-)f8fhi farnceom2ad slovak republic. Recorded in the netherlands.

Nightmare Blues Written by Arthur Behim and Frank J. Gillen Performed by Daisy Martin with Tampa Blue Jazz Band Okeh 10" 8013, Side B Matrix Okeh S-70087-C Recorded in August 1921 David Giovannoni Collection

Keep On Going (When You Get Where You're Going You Won't Be Missed At All) Written by Al Bernard and Paul Crane Performed by Daisy Martin with Tampa Blue Jazz Band Okeh 10" 8013, Side A Matrix Okeh S-70088-B Recorded in August 1921 David Giovannoni Collection

No, i cant really describe what this is! but i use a ring modulator. Two audio signals goes in. I guess the side band frequencies goes out??? or?! anyway the original frequencies are also in the mix. So, two audio signal and the result from a diy ring mod. Have to learn more. . . Read below!!! in this sound you are listening to, the result, the ring modulation, carrier signal and modulator signal. After some research. . . I write this for myself. . . Correct me if i'm wrong!!!from youtube (audiocollage)ring modulation is the sum and the differences of the carrier and modulator signal. Feed the ring modulator with 261,626hz and 391,995hz and you get (261,626 + 391,995) 653,621hz and (391,995 - 261,626) 130,369hz. From wikipedia". . . Neither the carrier nor the incoming signal is prominent in the outputs, and ideally, not at all. "". . . In the basic case where two sine waves of frequencies f1 and f2 (f1 < f2) are multiplied, two new sine waves are created, with one at f1 + f2 and the other at f2 – f1. The two new waves are unlikely to be harmonically related and (in a well-designed ring modulator) the original signals are not present. It is this that gives the ring modulator its unique tones. ". Above is true when using pure sine waves! waves with no harmonics. I have a passive diy ring modulator. I guess it's not acting "perfect". . .