A Novel Calibration Method at On-Wafer Measurement System Affected by Leakage
WANG Yi-bang1,WU Ai-hua1,LIU Chen1,LIANG Fa-guo1,LUAN Peng1,HUO Ye1,SUN Jing1,ZHAO Wei2
1. The 13th Research Institute of China Electronics Technology Group Corporation, Shijiazhuang, Hebei 050051, China
2. Xidian University, Xi′an, Shaanxi 710071, China
Abstract:The conventional calibration method for high frequency on-wafer scattering parameters comprises 16-term error model and two-tier crosstalk correction method based on Multiline TRL, both of which did well at charactering the leakage in measurement system. A novel method is proposed here, taking the leakage in measurement system as a parallel two-port network with the device under test (DUT). The method is divided into two parts. Firstly apply the SOLR calibration method to obtain the eight-term basic error box, then measure a crosstalk standard (could be an open standard in SOLR) to deduce the crosstalk error box. Simulation and measurement results show that, the accuracy of the novel method is comparative to the 16-term method with four less calibration kits, and has a positive response at the crosstalk, and also the novel method improved test efficiency.
[1]Ginley R A. Establishing traceability for SOLT calibration kits [C]//Proc 90th ARFTG Microw Meas Symp (ARFTG), 2017: 1-4.
[2] Ferrero A, Pisani U. Two-port Network Analyzer Calibration Using an unknown ‘Thru’ [J]. IEEE Micro and Guide wave let, 2005, 2(12): 505-507.
[3]Hayden L. An enhanced line-reflect-reflect-match calibration [C]//67th ARFTG Conf Dig, 2006: 143-149.
[4]Morini A, Farina M. Generalized Thru-Reflect-Line Calibration Technique for the Measurement of Multimodal Radiating Waveguides [J]. IEEE Antennas and Wireless Propagation Letters, 2017, 16: 844-847.
[5]Marks R. A multiline method of network analyzer calibration [J]. IEEE Trans Microwave Theory and Tech, 1991, 39(7): 1205-1215.
[6]Williams D F, Wang C M, Arz U. An optimal multiline TRL calibration algorithm [J]. IEEE MTT-S Int Microw Symp Dig, 2003, 3: 1819-1822.
[7]Williams D F, Wang C M, Arz U. An optimal vector-network-analyzer calibration algorithm [J]. IEEE Trans Microw Wave Theory Techn, 2003, 51(12): 2391-2401.
[8]Williams D F, Schmuckle F J, Doerner R. Crosstalk Corrections for Coplanar-Waveguide Scattering-Parameter Calibrations [J]. IEEE Trans Microwave Theory and Tech, 2014, 62(8): 1748-1761.
[9]Williams D F, Young A C, Urteaga M. A Prescription for Sub-Millimeter-Wave Transistor Characterization [J]. IEEE Transactions On Terahertz and Technology, 2013, 3(4): 433-439.
[10]Butler J V, Rytting D, Iskander M F, et al. 16-term error model and calibration procedure for on wafer network analysis measurements [MMICs][J]. IEEE MTT-S Int Microw Symp Dig, 1991, (3): 1125-1127.
[11]Butler J V, Rytting D, Iskander M F, et al. 16-term error model and calibration procedure for on-wafer network analysis measurements [J]. IEEE Trans Microw Wave Theory Techn, 1991, 39(12): 2211-2217.
[12]Silvonen K, Dahlberg K, Kiuru T. 16-term Error Model in Reciprocal Systems[J]. IEEE Trans Microw Wave Theory Techn, 2012, 60(11): 3551-3558.
[13]Liu C, Wu. A H, Li C, et al. A New SOLT Calibration Method for Leaky On-Wafer Measurements Using a 10-Term Error Model[J]. IEEE Trans Microw Wave Theory Techn, 2018, 66(8): 3894-3990.
[14]Wang Y B, Fu X C, Wu A H, et al. Development of gallium-arsenide-based GCPW calibration kits for on-wafer measurements in the W-band[J]. International Journal of Microwave and Wireless Technologies, 2019, 12: 367-371.
[15]栾鹏, 王一帮, 梁法国, 等. 低介质损耗共面波导传输线电容准确测量[J]. 计量学报, 2018, 39(2): 100-102.
Luan P, Wang Y B, Liang F G, et al. Coplanar Waveguide Transmission Line Capacitance Measurement and Uncertainty Analysis[J]. Acta Metrologica Sinica, 2018, 39(2): 100-102.
[16]王一帮, 栾鹏, 吴爱华, 等. 基于Multi-TRL算法的传输线特征阻抗定标[J]. 计量学报, 2017, 38(1): 1-5.
Wang Y B, Luan P, Wu A H, et al. An Accurate Determination Method of Characteristic Impedance of Transmission Line Based on Multi-TRL Algorithms[J]. Acta Metrologica Sinica, 2017, 38(1): 1-5.