Datasheet Texas Instruments SN74LS390N3 — Ficha de datos
| Fabricante | Texas Instruments |
| Serie | SN74LS390 |
| Numero de parte | SN74LS390N3 |
Contadores duales de década de 4 bits 16-PDIP 0 a 70
Hojas de datos
Dual 4-Bit Decade And Binary Counters datasheet
PDF, 1.4 Mb, Archivo publicado: marzo 1, 1988
Extracto del documento
Precios
Estado
| Estado del ciclo de vida | Obsoleto (El fabricante ha interrumpido la producción del dispositivo) |
| Disponibilidad de muestra del fabricante | No |
Embalaje
| Pin | 16 |
| Package Type | N |
| Industry STD Term | PDIP |
| JEDEC Code | R-PDIP-T |
| Width (mm) | 6.35 |
| Length (mm) | 19.3 |
| Thickness (mm) | 3.9 |
| Pitch (mm) | 2.54 |
| Max Height (mm) | 5.08 |
| Mechanical Data | Descargar |
Paramétricos
| Approx. Price (US$) | 0.59 | 1ku |
| Bits(#) | 4 |
| F @ Nom Voltage(Max)(Mhz) | 35 |
| Function | Counter |
| ICC @ Nom Voltage(Max)(mA) | 26 |
| Input Type | TTL |
| Operating Temperature Range(C) | 0 to 70 |
| Output Drive (IOL/IOH)(Max)(mA) | 8/-0.4 |
| Output Type | CMOS |
| Package Group | PDIP |
| Package Size: mm2:W x L (PKG) | See datasheet (PDIP) |
| Rating | Catalog |
| Schmitt Trigger | No |
| Technology Family | LS |
| Type | Decade |
| VCC(Max)(V) | 5.25 |
| VCC(Min)(V) | 4.75 |
| Voltage(Nom)(V) | 5 |
| tpd @ Nom Voltage(Max)(ns) | 60 |
Plan ecológico
| RoHS | Desobediente |
| Pb gratis | No |
Notas de aplicación
- Designing with the SN54/74LS123 (Rev. A)PDF, 118 Kb, Revisión: A, Archivo publicado: marzo 1, 1997
The Texas Instruments (TI) SN54/74LS123 dual retriggerable monostable multivibrator is a one-shot device capable of verylong output pulses and up to 100% duty cycle. The ?LS123 also features dc triggering from gated low-level active A andhigh-level active B inputs and provides a clear input that terminates the output pulse of any predetermined time independentof timing components R ext and
Linea modelo
Serie: SN74LS390 (6)
- SN74LS390D SN74LS390DG4 SN74LS390N SN74LS390N3 SN74LS390NE4 SN74LS390NSR
Clasificación del fabricante
- Semiconductors > Logic > Specialty Logic > Counter/Arithmetic/Parity Function