Abstract: A technique of gaining direct access to the inputs and outputs of an embedded microprocessor, otherwise buried behind additional logic, is disclosed. Multiplexers are provided for at least the embedded microprocessor inputs and outputs. In a test mode, the multiplexers connect device input and output pads directly to the embedded microprocessor inputs and outputs. In a normal operating mode, the multiplexers connect the additional logic to the input and output pads. Preferably, in order to standardize design criteria, multiplexers are provided on all of the inputs and outputs of the microprocessor which may become embedded behind additional logic. Additionally, it is possible in the test mode to control the additional logic to a well defined state. The invention provides a simple way to isolate the embedded microprocessor from the rest of the logic and test it thoroughly using test vectors that have already been developed for the stand-alone microprocessor.

Abstract: A technique of gaining direct access to the inputs and outputs of an embedded microprocessor, otherwise buried behind additional logic, is disclosed. Multiplexers are provided for at least the embedded microprocessor inputs and outputs. In a test mode, the multiplexers connect device input and output pads directly to the embedded microprocessor inputs and outputs. In a normal operating mode, the multiplexers connect the additional logic to the input and output pads. Preferably, in order to standardize design criteria, multiplexers are provided on all of the inputs and outputs of the microprocessor which may become embedded behind additional logic. Additionally, it is possible in the test mode to control the additional logic to a well defined state. The invention provides a simple way to isolate the embedded microprocessor from the rest of the logic and test it thoroughly using test vectors that have already been developed for the stand-alone microprocessor.

Abstract: A technique of gaining direct access to the inputs and outputs of an embedded microprocessor, otherwise buried behind additional logic, is disclosed. Multiplexers are provided for at least the embedded microprocessor inputs and outputs. In a test mode, the multiplexers connect device input and output pads directly to the embedded microprocessor inputs and outputs. In a normal operating mode, the multiplexers connect the additional logic to the input and output pads. Preferably, in order to standardize design criteria, multiplexers are provided on all of the inputs and outputs of the microprocessor which may become embedded behind additional logic. Additionally, it is possible in the test mode to control the additional logic to a well defined state. The invention provides a simple way to isolate the embedded microprocessor from the rest of the logic and test it thoroughly using test vectors that have already been developed for the stand-alone microprocessor.

Abstract: In a floating point addition or subtraction procedure two shift operations of the operand fraction may be required. The first shift operation, based on the difference between the operand exponent arguments, involves aligning one of the operand arguments so that the addition or subtraction procedure between the operand fractions can be performed. In order to complete the associated computations correctly, it is necessary to know if any of the fraction positions removed from the fraction by the shift operation include non-zero signals, i.e., the operation typically referred to as computation of the "sticky" bit. The second important shift operation occurs after the addition or subtraction of the operand fractions has taken place. The interim resulting operand fraction must be normalized, i.e., a non-zero signal is placed in the most significant operand fraction bit position and the operand exponent argument adjusted accordingly.

Abstract: The arithmetic operations performed for floating point format numbers involve procedures having a multiplicity of major steps. In the performance of the effective subtraction operation, the determination of absolute value of the difference between the operand exponent arguments must be obtained in order to determine the correct procedure. In the present invention, a difference between a subset of the operand exponent arguments is calculated and the result of this calculation is used to anticipate the correct procedure. By careful selection of the anticipated correct procedure, when the selection is erroneous, the correct result is immediately available. The availabilty of the correct result is achieved by selecting the subset of operand exponent arguments so that, in the event that the result is erroneous, the correct difference is such that the associated operand fraction (i.e., to be shifted by the amount of the difference) is shifted completely out of the operand fraction field (stored in a register).

Abstract: The arithmetic operations performed for floating point format numbers involve procedures having a multiplicity of major steps. The effective subtraction operation can be accelerated by using two methods of execution depending on whether the absolute value of the difference between the arguments of the exponents, ABS{DELTA(E)} is .ltoreq.1 or >1. The procedure for ABS{DELTA(E)}.ltoreq.1 requires more major process steps than the situation where ABS{DELTA(E)}.ltoreq.1. To accelerate only the procedure having more major process steps, the two least significant bits of both exponent arguments are examined and based on the examination, the lengthier procedure can be initiated in parallel with the process step determining the value of ABS{DELTA(E)}. When the lengthier procedure is determined to be inappropriate based on the determined value, the results of the lengthier process can be discarded. Otherwise, the lengthier process, already in progress, is continued.

Abstract: In a floating point arithmetic execution unit, an additional adder unit and a selection network are added to the apparatus typically performing the arithmetic floating point function. The additional apparatus permits certain processes forming part of arithmetic operations to be executed in parallel. For selected arithmetic operations, the final result can be one of two values typically related by an intermediate shifting operation. By performing the processes in parallel and selecting the appropriate result, the execution time can be reduced when compared to the execution of the process in a serial implementation. The fundamental arithmetic operations of addition, subtraction, multiplication and division can each have the execution time decreased using the disclosed additional apparatus.