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Using LTCC Thru-Lines as Filter Placeholders

Using LTCC Thru-Lines as Filter Placeholders

Experienced engineers often take some creative license inserting filters into component cascades to filter out a myriad of undesired signals. For example, mixer spurs at the IF port can be complex, and itโ€™s difficult to predict the net effect of the IF filter on these undesired signals. Often, engineers will first examine the raw, unfiltered mixer spurs in detail as a test to choose the appropriate IF filter. The savviest of these engineers understand the importance of having thru lines in their repertoire with standard footprints to serve as placeholders for filters they may choose to add to the signal chain later in the design process. Sometimes, PC board footprints for filters are added as risk mitigation. In cases where no filtering is ultimately required, thru lines are inserted into these slots to stay.

LTCC Meets 5G: Advanced Filter Designs Achieve True mmWave Performance

Figure 3: S21 response for the BFCQ-3582A+ millimeter wave band pass filter supporting the 5G n260 band.

Low Temperature Co-fired Ceramic (LTCC) substrate technology is one major area of Mini-Circuitsโ€™ R&D investment. As a result of its long-term investments in materials, manufacturing processes, simulation and testing capability, research on novel circuit topologies, and world-class engineering talent, the company has developed a new series of filters based on LTCC technology that support the millimeter wave (mmWave) 5G market with a small footprint, low cost, and superior performance to competitive products and technologies. This includes the newly developed bandpass filters specifically designed for the 5G FR2 n257, n258, n260 and n261 bandwidths, low pass filters supporting bandwidths from DC up to 30 GHz and beyond, and high pass filters with passband cut-offs up to 36 GHz at the time of this writing.

LTCC Filters Enhance Differential Circuit Designs

Figure 1: Typical RF transceiver using discrete components.

Todayโ€™s analog-to-digital converters (ADC) and digital-to-analog converters (DAC) are typically differential circuit designs. Differential circuits provide many advantages over single-ended designs, including common-mode rejection of thermal noise, even order harmonics, and power supply noise and spurs. Additionally, differential circuits allow for half the voltage swing on each output compared to a single-ended design. Discrete transceivers on the other hand are often designed with single-ended, 50ฮฉ matched components such as low noise amplifiers (LNAs), mixers and IF gain amplifiers. To interface with a differential ADCs or DACs, a single-ended-to-differential, or differential-to-single-ended, a transformer or balun is needed.

ืžืฉื™ื’ื™ื ื”ืฆืœื—ื” ื›ื‘ืจ ื‘ืกื™ื‘ื•ื‘ ื”ืจืืฉื•ืŸ ื‘ืจื›ื™ื‘ื™ LTCC ื‘ืขื–ืจืช ืžื•ื“ืœื™ื ืžืชืงื“ืžื™ื ืฉืœ ื”ื“ืžื™ื™ืช ื—ื•ืžืจื™ื

ืžืฉื™ื’ื™ื ื”ืฆืœื—ื” ื›ื‘ืจ ื‘ืกื™ื‘ื•ื‘ ื”ืจืืฉื•ืŸ ื‘ืจื›ื™ื‘ื™ LTCC ื‘ืขื–ืจืช ืžื•ื“ืœื™ื ืžืชืงื“ืžื™ื ืฉืœ ื”ื“ืžื™ื™ืช ื—ื•ืžืจื™ื

ืžืื– ื”ื•ืคืขืชื” ืฉืœ ‘ืชื™ืื•ืจื™ื™ืช ืกื™ื ืชื–ืช ืจืฉืชื•ืช’ (Network Synthesis Theory) ื‘ืชื—ื™ืœืช ื”ืžืื” ื”- 21, ืžืชื›ื ื ื™ ืžืกื ื ื™ื ืคื™ืชื—ื• ืคืชืจื•ื ื•ืช ื‘ืขืœื™ ืชื—ื›ื•ื ื”ื•ืœืš ื•ื’ื•ื‘ืจ, ื›ื“ื™ ืœืชืจื’ื ืคื•ื ืงืฆื™ื•ืช ืžืขื‘ืจ ืคื•ืœื™ื ื•ืžื™ืืœื™ื•ืช ืœืจื›ื™ื‘ื™ื ืคื™ืกื™ื™ื ืขื•ื‘ื“ื™ื. ื’ื•ืฃ ื”ื™ื“ืข ืขืœ ืจื›ื™ื‘ื™ื ืžืงื•ื‘ืฆื™ื ื”ื•ื ืžื‘ื•ืกืก ื”ื™ื˜ื‘ ืขืœ ‘ื”ืชื ืš ื”ืื“ื•ื ื”ื’ื“ื•ืœ’ ืฉืœ ืžืกื ื ื™ื Microwave Filters, Impedance Matching Networks, and Coupling Structures, ืžืืช ืžื˜ืืœ, ื™ืื ื’ ื•ื’’ื•ื ืก (Matthaei, Young and Jones), ื•ืขื‘ื•ืจ ืžื‘ื ื™ ืฆื™ืžื•ื“ ื‘ืกืคืจ Microwave Filters for RF/Microwave Applications. ื”ื™ื“ืข ื”ื–ื”, ื›ืฉื”ื•ื ืžืฉื•ืœื‘ ื‘ื–ืžื™ื ื•ืชื ืฉืœ ื›ืœื™ ืชื•ื›ื ื” ืžืชืงื“ืžื™ื ืœื ื™ืชื•ื— ืžืกื ื ื™ื ืขื ืืœื’ื•ืจื™ืชืžื™ื ืžืžื•ืกื—ืจื™ื ืœืคืชืจื•ืŸ ืžืงื™ืฃ ื•ืžืžื•ื—ืฉื‘, ื›ื“ื•ื’ืžืช ืฉื™ื˜ืช ื”ืžื•ืžื ื˜ื™ื (MoM) ื•ืฉื™ื˜ืช ื”ืืœืžื ื˜ื™ื ื”ืกื•ืคื™ื™ื (FEM), ืกื™ืคืงื• ืœืžืชื›ื ื ื™ื ืขืจื›ืช ื›ืœื™ื ืจื‘ืช ื™ื›ื•ืœืช ืฉืžืืคืฉืจืช ืœืžืžืฉ ื”ืŸ ื˜ื•ืคื•ืœื•ื’ื™ื•ืช ื™ื“ื•ืขื•ืช ื•ื’ื ื˜ื•ืคื•ืœื•ื’ื™ื•ืช ืฉืจื™ืจื•ืชื™ื•ืช.

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Aharon

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