Radio FREQuency Integrated Circuit Design
I enjoyed reading this book for a number of reasons. One reason is that itaddresses high-speed analog design in the context of microwave issues. This isan advanced-level book, which should follow courses in basic circuits andtransmission lines. Most analog integrated circuit designers in the past workedon applications at low enough FREQuency that microwave issues did not arise.As a consequence, they were adept at lumped parameter circuits and often notcomfortable with circuits where waves travel in space. However, in order todesign radio FREQuency (RF) communications integrated circuits (IC) in thegigahertz range, one must deal with transmission lines at chip interfaces andwhere interconnections on chip are far apart. Also, impedance matching isaddressed, which is a topic that arises most often in microwave circuits. In mycareer, there has been a gap in comprehension between analog low-FREQuencydesigners and microwave designers. Often, similar issues were dealt with in twodifferent languages. Although this book is more firmly based in lumped-elementanalog circuit design, it is nice to see that microwave knowledge is brought inwhere necessary.Too many analog circuit books in the past have concentrated first on thecircuit side rather than on basic theory behind their application in communications.The circuits usually used have evolved through experience, without asatisfying intellectual theme in describing them. Why a given circuit works bestcan be subtle, and often these circuits are chosen only through experience. Forthis reason, I am happy that the book begins first with topics that require anintellectual approach—noise, linearity and filtering, and technology issues. Iam particularly happy with how linearity is introduced (power series). In therest of the book it is then shown, with specific circuits and numerical examples,how linearity and noise issues arise.
標簽：
Rogers
Radio
John
FREQ
上傳時間：
2014-12-23
上傳用戶：han_zh
計算ARMA(p，q)模型的功率譜密度。
形參說明：
b——雙精度實型一維數組，長度為(q+1),存放ARMA(p，q)模型的滑動平均系數。
a——雙精度實型一維數組，長度為(p+1),存放ARMA(p,q)模型的自回歸系數。
q——整型變量,ARMA(p,q)模型的滑動平均階數。
p——整型變量,ARMA(p,q)模型的自回歸階數。
sigma2——雙精度實型變量,ARMA(p,q)模型白噪聲激勵的方差。
fs——雙精度實型變量,采樣頻率(Hz)。
x——雙精度實型一維數組,長度為len。當sign＝0時，存放功率譜密度；當sign＝
1時，存放用分貝表示的功率譜密度。
FREQ——雙精度實型一維數組，長度為len。存放功率譜密度所對應的頻率。
len——整型變量，功率譜密度的數據點數。
sign——整型變量,當sign＝0時，計算功率譜密度；當sign＝1時，計算用分貝表
示的功率譜密度。
標簽：
ARMA
計算
上傳時間：
2015-04-09
上傳用戶：qiao8960
design LP,HP,B S digital Butterworth and Chebyshev
filter. All array has been specified internally,so user only need to
input f1,f2,f3,f4,fs(in hz), alpha1,alpha2(in db) and iband (to specify
the type of to design). This program output hk(z)=bk(z)/ak(z),k=1,2,...,
ksection and the FREQ.
標簽：
Butterworth
internally
Chebyshev
specified
上傳時間：
2015-11-08
上傳用戶：253189838
