R&S®SMAB-B711N Ultra Low Phase Noise

Category - Monitoring and Measuring Solutions

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Our portfolio includes entire product line of items of the Rohde & Schwarz. Rohde & Schwarz produces dynamic and innovative products that always detect the resolution for the hard industrial concerns at any time. The Rohde & Schwarz achieves the high standards of equipment performance while creating the modern technologies that boost the operation cycle of the industries. The Rohde & Schwarz R&S®SMAB-B711N Ultra Low Phase Noise is one of the masterly designed items. Rohde & Schwarz R&S®SMAB-B711N Ultra Low Phase Noise attributes extreme exactness, which offer wide range of automatic and electric resolutions to fulfill all application needs. Because of the high quality of constituents, Rohde & Schwarz R&S®SMAB-B711N Ultra Low Phase Noise confirm long-standing service.
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Description

Key facts

SSB phase noise
f = 1 GHz offset frequency = 10 kHz 1 Hz measurement bandwidth with option R&S®SMAB-B711N	–147 dBc, –152 dBc (typ.)

Brief description The phase noise can be improved across the entire offset range with option R&S®SMAB-B711N. It can be used with option R&S®SMAB-B103.
Specifications Specified values in plain text, typical values in brackets ( ), measured values in brackets ( ) and italic.

SSB phase noise in dBc (1 Hz) , CW, level = 10 dBm or maximum available output power, whichever is lower
Carrier frequency	Offset frequency
	1 Hz	10 Hz	100 Hz	1 kHz
f = 10 MHz	(–116)	–124 (–132)	–136 (–142)	–147 (–156)
f = 100 MHz	(–101)	–117 (–122)	–129 (–136)	–146 (–150)
f = 1 GHz	(–82)	–97 (–103)	–111 (–117)	–135 (–139)
f = 2 GHz	(–76)	–91 (–97)	–105 (–111)	–129 (–133)
f = 3 GHz	(–72)	–87 (–93)	–101 (–107)	–125 (–130)

SSB phase noise in dBc (1 Hz) , CW, level = 10 dBm or maximum available output power, whichever is lower
Carrier frequency	Offset frequency
	10 kHz	100 kHz	1 MHz	10 MHz
f = 10 MHz	–157 (–164)	–160 (–166)	–161 (–166)
f = 100 MHz	–155 (–160)	–162 (–166)	–162 (–167)	–162 (–168)
f = 1 GHz	–147 (–152)	–148 (–152)	–157 (–161)	–160 (–165)
f = 2 GHz	–142 (–146)	–142 (–146)	–151 (–157)	–159 (–164)
f = 3 GHz	–138 (–142)	–138 (–143)	–148 (–156)	–159 (–164)