Detailed Description

Definition at line 3786 of file NPSMEFT6dtopquark.h.

Public Member Functions
double	computeThValue ()

	sigma_tHj_diff_LO_Del_R_th (const StandardModel &SM_i)
	sigma_tHj_diff_LO_Del_R_th constructor. More...

Public Member Functions inherited from ThObservable
double	getBinMax ()
	A get method to get the maximum value of the bin. More...

double	getBinMin ()
	A get method to get the minimum value of the bin. More...

const StandardModel &	getModel ()
	A get method to get the model. More...

const std::vector< std::string >	getParametersForObservable ()
	A get method to get the parameters for the specific observable. More...

void	setBinMax (double max)
	A set method to set the maximum value of the bin. More...

void	setBinMin (double min)
	A set method to set the minimum value of the bin. More...

void	setParametersForObservable (std::vector< std::string > parametersForObservable_i)
	A set method to get the parameters for the specific observable. More...

	ThObservable (const StandardModel &SM_i)
	Constructor. More...

	ThObservable (const ThObservable &orig)
	The copy constructor. More...

virtual	~ThObservable ()
	The default destructor. More...

Private Attributes
double	b_max = 0.

double	b_min = 0.

const NPSMEFT6dtopquark &	myNPSMEFT6dtopquark

Additional Inherited Members
Protected Attributes inherited from ThObservable
double	max
	the bin maximum. More...

double	min
	The bin minimum. More...

std::vector< std::string >	parametersForObservable
	a vector of parameter namesfor the specific observable More...

const StandardModel &	SM
	A reference to an object of StandardMode class. More...

Constructor & Destructor Documentation

◆ sigma_tHj_diff_LO_Del_R_th()

sigma_tHj_diff_LO_Del_R_th::sigma_tHj_diff_LO_Del_R_th ( const StandardModel & SM_i )

sigma_tHj_diff_LO_Del_R_th constructor.

Definition at line 18332 of file NPSMEFT6dtopquark.cpp.

: ThObservable(SM_i),myNPSMEFT6dtopquark(static_cast<const NPSMEFT6dtopquark&> (SM_i))
{
 
    setParametersForObservable(make_vector<std::string>() << "SM_sigma_tHj_diff_LO_Del_R_th_bin_0_pi" 
            << "SM_sigma_tHj_diff_LO_Del_R_th_bin_pi_8");
    
}

Member Function Documentation

◆ computeThValue()

double sigma_tHj_diff_LO_Del_R_th::computeThValue ( )

virtual

Returns: The value of sigma_tHj_diff_LO_Del_R_th

Implements ThObservable.

Definition at line 18341 of file NPSMEFT6dtopquark.cpp.

{
    
    b_min = getBinMin();
    b_max = getBinMax();
    
    
    bool   flag_LHC_WG_Basis=myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_flag_LHC_WG_Basis();
    bool   flag_Quadratic=myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_flag_Quadratic();
    
    
    //double cHG = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_phiG();
    //double cHGtil = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_phiGtil();
    double cHW = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_phiW();
    double cHWtil = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_phiWtil();
    double ctHRe = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tphi();
    double ctHIm = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tphiIm();
    //double ctGRe = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tG();
    //double ctGIm = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tGIm();
    double ctWRe = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tW();
    double ctWIm = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tWIm();
    
    
        
    //Expressions are written in the basis of SMEFTsim
    //let's change to the basis of dim6top (same as
    //SMEFT@NLO except for the gs on CtG). These
    //models define the covariance derivative 
    //with a different convention
    
    if(flag_LHC_WG_Basis){
//        double ctZRe = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tZ();
//        double ctZIm = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tZIm();
//        sw2 = 0.22305;
//        cw2 = 1 - sw2;
//        tw2 = sw2/cw2;
//        sw  = sqrt(sw2);
//        tw  = sqrt(tw2);
//        ctBRe = ctZRe/sw - ctWRe/tw;
//        ctBIm = ctZIm/sw - ctWIm/tw;
        ctWRe = -ctWRe;
        ctWIm = -ctWIm;
//        ctGRe = -ctGRe;
//        ctGIm = -ctGIm;
    }
//    else{
//        double ctBRe = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tB();
//        double ctBIm = myNPSMEFT6dtopquark.getNPSMEFT6dtopquark_C_tBIm();
//    }
    
    
   
    if(b_min == 0 && b_max == 3.14){
        
        double SM_Del_R_th_tHj_bin_0_pi = SM.getOptionalParameter("SM_sigma_tHj_diff_LO_Del_R_th_bin_0_pi");
        double Del_R_th_tHj_bin_0_pi_madgraph = 0.5198924690483601;
        double total;
        
        
        if(flag_Quadratic){
                total = SM_Del_R_th_tHj_bin_0_pi + (0.220246481678596*cHW + 0.0001485728632859*cHWtil + 0.0001008891760229*ctHIm +
                        -0.0600527834531858*ctHRe + 0.0004390818255602*ctWIm + -0.526439687822913*ctWRe + 
                        0.0878777287723505*cHW*cHW + 0.0537182291189895*cHWtil*cHWtil + 0.00257295232299*ctHIm*ctHIm + 
                        0.0100192193344844*ctHRe*ctHRe + 0.8714545891772361*ctWIm*ctWIm + 0.8683513697290252*ctWRe*ctWRe + 
                        1.1954223612303805e-05*cHW*cHWtil + -0.0001657857250467*cHW*ctHIm + -0.024684972339762*cHW*ctHRe + 
                        1.755473359284221e-05*cHW*ctWIm + -0.2590069019348239*cHW*ctWRe + -0.0030608640639377*cHWtil*ctHIm + 
                        0.0001448608174933*cHWtil*ctHRe + -0.1377822969273901*cHWtil*ctWIm + -0.0002095049296119*cHWtil*ctWRe + 
                        0.0001531599176172*ctHIm*ctHRe + 0.0233551969992832*ctHIm*ctWIm + 0.0001221412647315*ctHIm*ctWRe + 
                        -0.0004981550659563*ctHRe*ctWIm + 0.0464732517727849*ctHRe*ctWRe + -0.0017079266931867*ctWIm*ctWRe
                        )*(SM_Del_R_th_tHj_bin_0_pi/Del_R_th_tHj_bin_0_pi_madgraph);
                //if (total < 0) return std::numeric_limits<double>::quiet_NaN();
                return total;
 
        }
        else{
                total = SM_Del_R_th_tHj_bin_0_pi + (0.220246481678596*cHW + 
                        -0.0600527834531858*ctHRe + -0.526439687822913*ctWRe
                        )*(SM_Del_R_th_tHj_bin_0_pi/Del_R_th_tHj_bin_0_pi_madgraph);
                //if (total < 0) return std::numeric_limits<double>::quiet_NaN();
                return total;
 
        }
        
    } else if(b_min == 3.14 && b_max == 8.){
        
        double SM_Del_R_th_tHj_bin_pi_8 = SM.getOptionalParameter("SM_sigma_tHj_diff_LO_Del_R_th_bin_pi_8");
        double Del_R_th_tHj_bin_pi_8_madgraph = 0.9286855031587032;
        double total;
        
        
        if(flag_Quadratic){
                
                total = SM_Del_R_th_tHj_bin_pi_8 + (0.0897896143595042*cHW + 2.0137369438635863e-05*cHWtil + -0.0001184136133698*ctHIm +
                        0.0022046467428809*ctHRe + 0.000143163526555*ctWIm + -0.2092845561240396*ctWRe + 
                        0.0844443789341863*cHW*cHW + 0.0623462174258319*cHWtil*cHWtil + 0.0026189688979234*ctHIm*ctHIm + 
                        0.0072496081836699*ctHRe*ctHRe + 0.6634699666908053*ctWIm*ctWIm + 0.6652835432621799*ctWRe*ctWRe + 
                        8.08782734279534e-06*cHW*cHWtil + 9.311417809410028e-05*cHW*ctHIm + -0.0106075370870455*cHW*ctHRe + 
                        -0.0003069951264093*cHW*ctWIm + -0.1574825552102092*cHW*ctWRe + -0.0015264174728027*cHWtil*ctHIm + 
                        -8.004726796563944e-05*cHWtil*ctHRe + -0.0987965665599762*cHWtil*ctWIm + 0.0001784457437636*cHWtil*ctWRe + 
                        -4.8553041115131374e-05*ctHIm*ctHRe + 0.0183802012849704*ctHIm*ctWIm + -0.0001651313443605*ctHIm*ctWRe + 
                        9.2546382412656e-05*ctHRe*ctWIm + 0.0280427583650578*ctHRe*ctWRe + 0.0003215575263969*ctWIm*ctWRe
                        )*(SM_Del_R_th_tHj_bin_pi_8/Del_R_th_tHj_bin_pi_8_madgraph);
                //if (total < 0) return std::numeric_limits<double>::quiet_NaN();
                return total;
 
        }
        else{
                
                total = SM_Del_R_th_tHj_bin_pi_8 + (0.0897896143595042*cHW +
                        0.0022046467428809*ctHRe + -0.2092845561240396*ctWRe
                        )*(SM_Del_R_th_tHj_bin_pi_8/Del_R_th_tHj_bin_pi_8_madgraph);
                //if (total < 0) return std::numeric_limits<double>::quiet_NaN();
                return total;
        }
        
    } else{
        throw std::runtime_error("\nERROR: Please specify a correct binning for sigma_tHj_diff_LO_Del_R_th. \n");
    }    
    
}

Member Data Documentation

◆ b_max

double sigma_tHj_diff_LO_Del_R_th::b_max = 0.

private

Definition at line 3802 of file NPSMEFT6dtopquark.h.

◆ b_min

double sigma_tHj_diff_LO_Del_R_th::b_min = 0.

private

Definition at line 3801 of file NPSMEFT6dtopquark.h.

◆ myNPSMEFT6dtopquark

const NPSMEFT6dtopquark& sigma_tHj_diff_LO_Del_R_th::myNPSMEFT6dtopquark

private

Definition at line 3804 of file NPSMEFT6dtopquark.h.

The documentation for this class was generated from the following files:

Detailed Description

Public Member Functions

Private Attributes

Additional Inherited Members

Constructor & Destructor Documentation

◆ sigma_tHj_diff_LO_Del_R_th()

Member Function Documentation

◆ computeThValue()

Member Data Documentation

◆ b_max

◆ b_min

◆ myNPSMEFT6dtopquark