ARM CFFT Peak Velocity from Acceleration data

               Hello guys,

      I am using an NRF chip with Cortex M4. Currently I am reading data from an accelerometer (12 signed bit ADC) and I have to get peak velocity. For that I am using the Omega arithmetic algorithm, as follows:

         - remove offset from raw data (acceleration) and shift values with 4 bits; copy the array in a x2 length array with interleaving 0 complex values;

         - do a CFFT on the new array;

         - try to divide each complex value by (0 + 2*pi*df I); now we have velocity  in frequency domain;

         - to inverse CFFT, calculate magnitude, remove offset and shift back 4 bytes;

         - check for peak velocity and convert data into mm/s value;

   I used a test array (sine wave of ~208 hz with peak value of 2048 - that is the max signed value for signed 12 bits) , sampling frequency of 3332hz and a total of 4096 samples.  Problem is that if I divide my complex values with 2*pi*f (according to the complex division formulas), I get very low values in the frequency domain for real and complex parts, and the final array has inside it a bunch of zeroes and -1. I am not getting back a sine wave in time domain.

    Does anybody has an idea if I should shift with some bits or something the values before doing the Inverse CFFT? Here is a part of the code below:

 Many thanks!

	#define FFT_LENGTH 4096
	#define NUMBER_OF_VIBRATION_MEASUREMENTS 4096
	....
		
		static q15_t fft_data_out[FFT_LENGTH*2];
        static q15_t fft_data_in[FFT_LENGTH];

		memcpy(&fft_data_in[0], &p_edwin_service->vibrations.raw[0], sizeof(p_edwin_service->vibrations.raw));  // copy adc data to in buffer
#ifdef USE_TEST_DATA
    memcpy(fft_data_in, test_data, sizeof(test_data));  // for test only
#endif

		arm_shift_q15(fft_data_in, 4, fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS);
        q15_t mean2 = 0;
        arm_mean_q15(fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS, &mean2);
        mean2 = -mean2;
        arm_offset_q15(fft_data_in, mean2, fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS);
        NRF_LOG_INFO("mean before fft %d", mean2)
        for (uint32_t i = 0; i < FFT_LENGTH; i++) {
            fft_data_out[(i * 2)] = fft_data_in[i];
            fft_data_out[(i*2)+1] = 0;
        }

        arm_cfft_q15(&arm_cfft_sR_q15_len4096, fft_data_out, 0, NORMAL_DATA_ORDER);   // fft
        // divide by 2 pi f
        to_velocity_freq(fft_data_out);
        // TODO remove low frequency values
        arm_cfft_q15(&arm_cfft_sR_q15_len4096, fft_data_out, 1U, NORMAL_DATA_ORDER);   // inverse fft
        memset(fft_data_in, 0, NUMBER_OF_VIBRATION_MEASUREMENTS);
        //magnitude
        q15_t *pSrc3 = fft_data_out;
        q15_t *pDst3 = fft_data_in;
        for (uint32_t i = 0; i < FFT_LENGTH; i++) {
             q15_t re = *pSrc3++;
             q15_t im = *pSrc3++;
             *pDst3++ = fast_usqrt((q31_t)(re * re) + (q31_t)(im * im));
        }

       //mean
       mean = 0;
       arm_mean_q15(fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS, &mean);
       mean = -mean;
       arm_offset_q15(fft_data_in, mean, fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS);
       arm_shift_q15(fft_data_in, -4, fft_data_in, NUMBER_OF_VIBRATION_MEASUREMENTS);
        //shift


        // get max peak in time domain
        float pk_v_from_time = pk_vel_time(fft_data_in) * (float)p_edwin_service->range/(float)(2048.0);
        NRF_LOG_INFO("Velocity PK from OMEGA arithmetic= " NRF_LOG_FLOAT_MARKER, NRF_LOG_FLOAT(  pk_v_from_time ));
        
        

void to_velocity_freq(q15_t *signal)
{
    int N=4096;
    float tmp=0;
    float df = 0;
    float tmp1 = 0;

    for (int n = 0; n < N/2; n++)
    {
        df = n * (3332.0/(float)(NUMBER_OF_VIBRATION_MEASUREMENTS));
        tmp =0.0;
        tmp1= 0.0;

        if (df != (float)0.0){
            tmp = (float)signal[n*2] / (2*pi*df);
            tmp1= (-1)*(float)(signal[n*2+1]) /(2*pi*df);
        }

        signal[n*2] = (q15_t) __SSAT((q31_t) (tmp), 16);
        signal[n*2+1] = (q15_t) __SSAT((q31_t) (tmp1), 16);
    }
    
    for (int n = N/2, y = (-1)*N/2; n < N; n++, y++)
        {
            df = y * (3332.0/(float)(NUMBER_OF_VIBRATION_MEASUREMENTS));
            tmp =0.0;
            tmp1= 0.0;
            if (df != (float)0.0){
                tmp = (float)signal[n*2] / (2*pi*df);
                tmp1= (-1)*(float)(signal[n*2+1]) /(2*pi*df);
            }

            signal[n*2] = (q15_t) __SSAT((q31_t) (tmp), 16);
            signal[n*2+1] = (q15_t) __SSAT((q31_t) (tmp1), 16);
        }
}

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