For waves in general, the speed of a wave is related to its wavelength and frequency. Third harmonic: L=3N2, n=3, 3/2 wavelengths fit into the length of the string.Second harmonic: L=2, n=2, one wavelength fits into the length of the string.For a string in particular, the speed of the waves is also a function of the mass per unit length u = m/L of the string and the tension T in the string T V (2) u Second harmonic: L=h, n=2, one wavelength fits into the length of the string.Fundamental: L=N2, n=1, 1/2 wavelength fits into the length of the string,.(1) The different modes are referred to as: For a standing wave on a string of length L with two fixed ends L=n(2/2), n=1,2,3. Standing waves of many different wavelengths can be produced on a string with two fixed ends, as long as an integral number of half wavelengths fit into the length of the string. Standing wave patterns are always characterized by an alternating pattern of nodes and antinodes. These are positions along the medium where the particles oscillate about their equilibrium position with maximum amplitude. Standing waves are also characterized by displacement antinodes. Such positions are referred to as displacement nodes.

All standing waves are characterized by positions along the medium which are standing still. Theory: A standing wave is a pattern which results from the interference of two or more waves traveling in opposite directions. In part 4, what is the relative uncertainty in the linear mass density, u, from the uncertainty in the (above) slope and the uncertainty in L, the string length?Дў 2 6аёЎ - 2y ( Blove)вЂќ loslope (C) (5) slope

Pasco capstone frequency uncertainty