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    • 6. 发明授权
    • Digital front-end for wireless communication system
    • 数字前端无线通信系统
    • US07190748B2
    • 2007-03-13
    • US10144445
    • 2002-05-10
    • Younggyun KimJaekyun Moon
    • Younggyun KimJaekyun Moon
    • H04L27/08H04L1/02H04B7/10
    • H04W28/18H04B7/0848H04B7/0854H04B7/0857H04L1/06H04L27/2657H04L27/2662H04L27/2675H04W56/00H04W84/12
    • A digital front-end for a wireless communication system incorporates gain control, signal detection, frame synchronization and carrier frequency offset (CFO) estimation and correction features configured for use with multiple receive antennas. The digital front-end may be applied to a wireless communication system in which transmitted signals carry a repeated signal pattern, such as orthogonal frequency division multiplexing (OFDM) systems. An example of a repeated signal pattern is the preamble of a signal transmitted according to the IEEE 802.11a wireless local area network (WLAN) standard. The signal detection, frame synchronization, and CFO estimation techniques make use of signals received from multiple antenna paths to provide enhanced performance. The gain control feature may be configured to adjust the gain in steps. The frame synchronization technique may operate as a function of gain control, handling the input signal differently before and after gain adjustment.
    • 用于无线通信系统的数字前端包括配置为与多个接收天线一起使用的增益控制,信号检测,帧同步和载波频率偏移(CFO)估计和校正特征。 数字前端可以应用于其中发送的信号携带重复信号模式的无线通信系统,例如正交频分复用(OFDM)系统。 重复信号模式的示例是根据IEEE 802.11a无线局域网(WLAN)标准发送的信号的前导码。 信号检测,帧同步和CFO估计技术利用从多个天线路径接收的信号来提供增强的性能。 增益控制功能可以被配置为逐步调整增益。 帧同步技术可以作为增益控制的功能来操作,在增益调整之前和之后处理输入信号不同。
    • 10. 发明授权
    • Low-complexity q-ary LDPC decoder
    • 低复杂度q-ary LDPC解码器
    • US08706792B1
    • 2014-04-22
    • US12589633
    • 2009-10-26
    • Jaekyun Moon
    • Jaekyun Moon
    • G06F11/00H03M13/00
    • H03M13/6583H03M13/112H03M13/1171H03M13/658
    • f(x(sk−1, sk))=A(sk−1)+B(sk) is calculated for nm2 pairs of consecutive state variables {sk−1, sk} using A(sk)=minsk−1,x{A(sk−1)+Γ(xk=x)} and B(sk)=minsk+1,x{B(sk+1)+Γ(xk+1=x, sk+1)}, where Γ(xk=x) is a metric associated with a branch xk=x connecting consecutive state variables sk−1 and sk. The nm lowest values are selected from the nm2 calculated values of f(x(sk−1, sk))=A(sk−1)+B(sk) and log likelihood ratios (LLRs) are set to those lowest f(x(sk−1, sk)) values. The nm values of x that correspond to the nm lowest values are determined.
    • 对于nm2对的连续状态变量{sk-1,sk},使用A(sk)= minsk-1,x(s)来计算f(x(sk-1,sk))= A(sk-1) {A(sk-1)+&Ggr;(xk = x)}和B(sk)= minsk + 1,x {B(sk + 1)+&Ggr;(xk + 1 = x,sk + 1)}, 其中&Ggr;(xk = x)是与连接连续状态变量sk-1和sk的分支xk = x相关联的度量。 nm最小值选自f(x(sk-1,sk))= A(sk-1)+ B(sk)的nm2计算值,对数似然比(LLR)设置为最低f (sk-1,sk))值。 确定对应于nm最低值的x的nm值。